0
Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]Code Context<div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>><?php echo $cap1['Catproduct']['name'.LANGUAGE];?>$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp' $dataForView = array( 'listnews' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'description_for_layout' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'title_for_layout' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'cat' => array( 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), 'setting' => array( 'id' => '1', 'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt', 'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)', 'address_eng' => '', 'address' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ), 'keywords_for_layout' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng 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View 10/191. </div> <div class="clear-main"></div> ', 'scripts_for_layout' => '' ) $listnews = array( (int) 0 => array( 'Post' => array( 'id' => '726', 'name' => 'Máy toàn đạc điện tử Leica - Hỏi và Đáp', 'code' => null, 'alias' => 'may-toan-dac-dien-tu-leica-hoi-va-dap', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Leica Geosystems <span style="text-align: justify;">cung cấp nhiều dòng </span><span style="box-sizing: border-box; text-align: justify;">máy toàn đạc điện tử</span><span style="text-align: justify;"> phù hợp với các yêu cầu khác nhau của người dùng. Cùng tìm hiểu!</span></span></span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Một số câu hỏi thường gặp về máy toàn đạc điện tử Leica</strong></span></span><br /> </h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy toàn đạc Leica có thể được sử dụng cho việc đo đạc trong môi trường nước không?</strong><br /> <br /> Máy toàn đạc Leica không thích hợp cho việc đo đạc trong môi trường trong nước vì nước có thể ảnh hưởng đến hiệu suất và độ bền của máy. Trong trường hợp cần đo đạc trong môi trường nước, hãy xem xét sử dụng các thiết bị chống nước hoặc các phương pháp đo đạc khác.<br /> <br /> <strong>2. Làm thế nào để kiểm tra độ chính xác của máy toàn đạc Leica?</strong><br /> <br /> Để kiểm tra độ chính xác của máy toàn đạc Leica, bạn có thể thực hiện việc đo đạc lại các điểm đã biết trước đó và so sánh kết quả. Ngoài ra, kiểm tra và calibrate máy toàn đạc định kỳ là cách tốt nhất để đảm bảo độ chính xác của máy.<br /> <br /> <strong>3. Máy toàn đạc Leica có thể đo đạc trong thời tiết khắc nghiệt mưa gió, bão lớn không?</strong><br /> <br /> Máy Leica được thiết kế để hoạt động trong các điều kiện thời tiết bình thường. Tuy nhiên, trong các điều kiện thời tiết khắc nghiệt như mưa, tuyết, hoặc gió mạnh, việc đo đạc có thể gặp khó khăn và dễ bị ảnh hưởng.<br /> Trắc địa Thành Đạt khuyến nghị tránh sử dụng máy trong những điều kiện này để đảm bảo an toàn và độ chính xác của kết quả đo đạc.<br /> <br /> <strong>4. Cần bao lâu để sử dụng thành thạo máy toàn đạc Leica?</strong><br /> <br /> Thời gian học và trở thành người sử dụng thành thạo máy Leica phụ thuộc vào trình độ và kinh nghiệm của mỗi người. Thông thường việc học cách sử dụng máy Leica có thể mất từ vài tuần để làm quen với các tính năng và kỹ thuật sử dụng cho thành thạo.<br /> <br /> <strong>5. Máy toàn đạc Leica có tích hợp GPS không?</strong><br /> <br /> Có. Nhiều mẫu máy toàn đạc Leica hiện nay được trang bị tính năng tích hợp GPS, cho phép đo đạc tọa độ địa lý và định vị với độ chính xác cao.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">II. Một số dòng máy toàn đạc điện tử Leica hiện có</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems tạo ra các giải pháp hoàn chỉnh cho các chuyên gia trên khắp thế giới.</span></span> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, Leica cung cấp nhiều dòng máy toàn đạc điện tử phù hợp với các yêu cầu khác nhau của người dùng. Cụ thể: </span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica FlexLine</strong>: Loạt máy toàn đạc linh hoạt, dễ sử dụng, chuyên nghiệp, và có khả năng kết nối GPS.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-FlexLine-Series-Content-Teaser-Image-1680x885(1).jpg" style="width: 800px; height: 380px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Viva</strong>: Dòng máy toàn đạc tích hợp với công nghệ thuộc GPS/GNSS, cho phép đo đạc và định vị tốt trên một loạt ứng dụng.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Viva_CS15_CS10_field_controller_2480x750.jpg" style="width: 800px; height: 242px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Nova</strong>: Thiết bị đo đạc đa năng với tích hợp GPS, công nghệ xác định tọa độ cao cấp và khả năng làm việc trong môi trường khắc nghiệt nhất.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/estacion-total-auscultacion-leica-nova-tm60-permanente.jpg" style="width: 800px; height: 534px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica iCON</strong>: Dòng máy toàn đạc dành riêng cho ngành xây dựng, với tính năng linh hoạt và công nghệ tiên tiến.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/leica-icon-gps-60.jpg" style="width: 800px; height: 568px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">III. Đơn vị cung cấp máy toàn đạc điện tử Leica UY TÍN</span></span></h2> <br /> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy toàn đạc điện tử của hãng Leica Geosystems, Thụy Sĩ. UY TÍN - CHẤT LƯỢNG!</span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: <strong>0913051734 (call/imesage/zalo)</strong><br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span><br /> </p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: center;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><img alt="" src="/admin/webroot/upload/image/images/Máy toàn đạc diện tử (665 × 295 px) (2).png" style="width: 665px; height: 295px;" /></span></span></p> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> </p> ', 'images' => '2023071215243291bf87733c85c6054f3187c9027e7ff2.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'máy toàn đạc Leica', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-07-12', 'modified' => '2026-04-13', 'status' => '1', 'view' => '13874', 'slug' => 'may-toan-dac-dien-tu-leica-hoi-va-dap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '371', 'rght' => '372', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '725', 'name' => 'Một số lỗi thường gặp khi sử dụng máy thủy bình điện tử', 'code' => null, 'alias' => 'mot-so-loi-thuong-gap-khi-su-dung-may-thuy-binh-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">Máy thủy bình</span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-align: justify;"> </span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">điện tử</span><span style="text-align: justify; background-color: rgb(239, 240, 243);"> dễ sử dụng nhiều tính năng, hiệu quả nhanh, tiết kiệm thời gian và chi phí thực hiện. có độ chính xác cao, thuận tiện sử dụng, được sử dụng nhiều cho các dự án công trình xây dựng hiện nay.</span></span></span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy không lên nguồn</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử thường hoạt động kèm với pin, do đó sẽ có một số trường hợp người dùng lắp pin vào nhưng khi bật nguồn máy lại không lên.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin hết năng lượng hoặc pin hư, không còn khả năng cung cấp năng lượng cho thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiếp xúc giữa pin và máy chưa tốt, chưa đủ cọ xát để năng lượng từ pin truyền qua thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board nguồn của máy thủy bình bị hư, không thể nhận tín hiệu năng lượng từ pin.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra dung lượng pin và sạc pin nếu cần thiết. Mỗi bộ thiết bị thủy bình điện tử chính hãng khi được bán ra đều kèm pin và bộ sạc, bạn có thể dùng bộ sạc để kiểm tra xem mức pin còn bao nhiêu, nếu pin hết năng lượng hãy sạc đầy và lắp lại pin vào máy thủy bình, bật nguồn và kiểm tra lại.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra bộ phận tiếp xúc giữa pin và máy có được đảm bảo hay không, tiến hành tháo lắp pin 2 – 3 lần và bật nguồn để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, sửa chữa hoặc thay thế Board nguồn. Khi đã thử hai cách trên nhưng máy thủy bình điện tử vẫn không lên nguồn, bạn hãy tìm đến một đơn vị sửa chữa máy thủy bình uy tín để các chuyên viên kỹ thuật kiểm tra Board nguồn, sửa chữa hoặc thay thế nếu cần thiết.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Máy bị hỏng màn hình</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với máy thủy bình tự động, máy thủy bình điện tử hoạt động kèm với 1 màn hình để hiển thị dữ liệu. Máy bị hỏng màn hình dẫn đến việc thao tác bị gián đoạn.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm màn hình bị hư, đứt nét.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị đen LCD làm ảnh hưởng đến hiển thị của màn hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board màn hình bị hư.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục: Bạn không nên tự ý tháo màn hình vì rất dễ làm hư hỏng linh kiện của thiết bị mà nên liên hệ với đơn vị uy tín để được tư vấn thay thế màn hình mới.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (Quảng cáo trên Facebook) (5).png" style="width: 680px; height: 356px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Máy bị lệch bọt thủy</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bọt thủy là bộ phận giúp cân bằng máy thủy bình điện tử. Khi bọt thủy nằm trong vòng tròn hiệu chuẩn ở mọi góc xoay có nghĩa là máy đã ở trạng thái cân bằng tối ưu, có thể sử dụng để đo đạc, thu thập dữ liệu. Bọt thủy của máy thủy bình điện tử bị lệch là trường hợp khi đã cân bọt thủy ở góc máy này, nhưng khi xoay sang góc máy khác thì bọt thủy lại bị lệch khỏi tâm.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm suy giảm các chức năng của máy, dẫn đến bọt thủy không còn khả năng cân bằng chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình vận chuyển làm máy bị va đập, rơi rớt, làm ảnh hưởng tới các linh kiện trong máy, dẫn đến sai lệch.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và hiệu chuẩn lại bọt thủy của máy thủy bình điện tử. </span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Máy bị sai cao độ góc i</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai cao độ góc i ở máy thủy bình điện tử nguyên nhân cũng tương tự như khi máy bị lệch bọt thủy.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy đã sử dụng lâu ngày, trong quá trình sử dụng và vận chuyển dẫn đến máy bị sai lệch.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy bị va đập, rơi rớt làm ảnh hưởng đến chức năng đo cao độ góc i của máy.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân chỉnh, hiệu chuẩn lại chức năng đo cao độ góc i của máy.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li> </ul> <h2 style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Giới-Thiệu-Máy-Thủy-Bình-Diện-Tử-Leica-Sprinter-250M-01.png" style="width: 620px; height: 334px;" /></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Máy không nhìn rõ mục tiêu</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử có hai bộ phận chính: Bộ phận ngắm và bộ phận cân bằng máy. Khi máy không nhìn rõ mục tiêu, nguyên nhân chủ yếu đến từ bộ phận ngắm (ống kính, thị kính, vật kính và ốc điều quang).<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thị kính của máy thủy bình bị dơ, mờ, bị trầy dẫn đến việc nhìn không rõ, hoặc bị vệt trên tầm nhìn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống tiêu cự của máy bị lỗi, máy không thể điều quang dẫn đến nhìn mục tiêu không rõ.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vệ sinh lại thị kính, vật kính và hệ thống ống ngắm cẩn thận, đảm bảo bộ phận ngắm sạch sẽ, sau đó kiểm tra lại tầm nhìn của máy. Nếu thị kính hoặc vật kính bị vỡ cần tiến hành thay thế mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra lại hệ thống tiêu cự của máy thủy bình điện tử, nếu bị lỗi cần tiến hành sửa chữa.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Máy không nhận mia</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm khác biệt lớn nhất giữa máy thủy bình tự động và máy thủy bình điện tử là chức năng thu thập dữ liệu. Nếu với máy thủy bình tự động, người dùng phải tự ngắm mia và ghi lại dữ liệu thì máy thủy bình điện tử có thể tự thực hiện chức năng này. Khi máy thủy bình nhận hình ảnh từ mia, máy sẽ tự ghi lại số và lưu lại trong máy, giảm thời gian và khả năng sai sót do ghi số thủ công. Tuy nhiên, trong quá trình sử dụng, có một số trường hợp máy thủy bình điện tử không nhận mia, khiến việc đo đạc gặp khó khăn.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đo có ánh sáng quá cao, hệ thống ống ngắm không thể nhìn rõ các vạch trên mia.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mã vạch trên mia bị mờ do quá trình sử dụng lâu ngày hoặc do sử dụng các loại mia không chính hãng, chất lượng sản phẩm không đảm bảo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ đo cạnh của máy thủy bình điện tử bị lỗi, dẫn đến máy không thể nhận tín hiệu từ mia.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm giảm độ sáng tại vị trí đo, đảm bảo ánh sáng vừa đủ, không bị lóe sáng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra mã vạch trên mia, nếu vạch bị mờ cần tiến hành thay thế mia mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và sửa chữa lại bộ đo cạnh của máy thủy bình điện tử.</span></span></li> </ul> <h2 style="text-align: center;"> <span style="display: none;"> </span><span style="display: none;"> </span><img alt="" src="/admin/webroot/upload/image/images/White Minimalist Phone Sale Facebook Ad (26).png" style="width: 680px; height: 356px;" /><span style="display: none;"> </span><span style="display: none;"> </span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Máy bị hỏng bộ vi động, ốc cân bằng máy cong, đế máy bị vỡ</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử bị hỏng bộ vi động, ốc máy cân bằng bị cong hay đế máy bị vỡ nguyên nhân thường do tác động của ngoại lực từ bên ngoài như: Máy bị rơi rớt, va đập trong quá trình sử dụng, vận chuyển…<br /> <br /> >>> Cách khắc phục: Thay thế các linh kiện mới cho máy. </span></span><br /> <br /> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">8. Địa chỉ cung cấp, sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;"> </span></span></span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p> <br /> <ul> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cung cấp dịch vụ với giá cả phải chăng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Giải quyết triệt để lỗi cho khách hàng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Đưa ra giải pháp cho khách hàng để đảm bảo tiến độ công việc.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Hỗ trợ kỹ thuật 24/7 cho khách hàng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cam kết thay thế hàng chính hãng, đúng báo giá.</span></span></span></li> </ul> <br style="margin: 0px; padding: 0px;" /> <div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">Máy thủy bình giá tốt nhất thị trường!</span></a></span></strong></span></span></div> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" /> <span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span><br /> <br /> <br /> <span style="display: none;"> </span><span style="display: none;"> </span><span style="display: none;"> </span></p> <p style="text-align: center;"> </p> ', 'images' => '20230704143801c5eb0d3742fb8b6ad56547ffad0ba043.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình điện tử', 'meta_key' => 'Máy thủy bình, maythuybinh, may thuy binh, máy thủy chuẩn, máy thủy bình giá rẻ, máy thủy bình tốt', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-07-04', 'modified' => '2026-04-13', 'status' => '1', 'view' => '14414', 'slug' => 'mot-so-loi-thuong-gap-khi-su-dung-may-thuy-binh-dien-tu', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '369', 'rght' => '370', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '724', 'name' => 'Cho thuê máy toàn đạc Leica, Nikon, Topcon, Sokkia - UY TÍN, CHẤT LƯỢNG, GIÁ RẺ!', 'code' => null, 'alias' => 'cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">A. Ưu điểm của việc thuê máy toàn đạc</span></span></span><br /> </h2> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span></span><br /> </p> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiết kiệm chi phí</strong>: Thay vì phải đầu tư một khoản lớn để sở hữu thiết bị bạn chỉ phải trả một khoản phí thuê hợp lý. Điều này giúp giảm bớt áp lực tài chính và tối ưu hóa nguồn lực cho các công trình xây dựng khác.</span></span></span></li> </ul> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Được trang bị các thiết bị hiện đại</strong>: Công nghệ liên tục thay đổi phát triển và máy toàn đạc điện tử ngày càng được cải tiến mới với nhiều tính năng thông minh. Khi thuê máy toàn đạc, bạn sẽ được trang bị những thiết bị công nghệ mới nhất và hàng chất lượng cao. Điều này giúp tăng khả năng làm việc hiệu quả và chính xác hơn.</span></span></span></li> </ul> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ kỹ thuật chuyên nghiệp:</strong> Thông qua việc thuê máy toàn đạc từ ở công ty trắc địa cung cấp uy tín, bạn sẽ được hỗ trợ kỹ thuật từ những chuyên gia kỹ sư trắc địa có kinh nghiệm trong lĩnh vực này. Họ có thể cung cấp hướng dẫn sử dụng, tư vấn về các tính năng của máy và giải đáp những câu hỏi liên quan. Điều này giúp đảm bảo rằng bạn sử dụng máy toàn đạc một cách hiệu quả và đạt được mục tiêu đo đạc của bạn.</span></span></span></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/262902911_4599318893479992_869197789067446392_n.jpg" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 620px; height: 496px;" /></p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B. Ứng dụng của máy toàn đạc</span></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng và kiến trúc</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với khả năng đo đạc chính xác và nhanh chóng, máy toàn đạc giúp xác định vị trí và kích thước của các công trình xây dựng. Nó cung cấp thông tin quan trọng để thiết kế và triển khai các bản vẽ kỹ thuật.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chất và môi trường</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực địa chất và môi trường, máy toàn đạc được sử dụng để thăm dò và điều tra các đặc điểm địa hình, đo lường khoảng cách và góc độ. Máy toàn đạc cho phép các nhà khoa học và kỹ sư thu thập dữ liệu chính xác để nghiên cứu địa chất và môi trường, đo đạc sự biến đổi đất đai, xác định vị trí các tầng đất, hay theo dõi môi trường tự nhiên.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đường hầm và cầu đường</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các dự án đường hầm và cầu đường quan trọng máy toàn đạc có khả năng làm việc trong môi trường khó khăn như dưới lòng đất hay trên mặt nước. Chúng được sử dụng để đo lường và kiểm tra độ chính xác của các công trình này, bao gồm việc xác định độ cao, kích thước và hình dạng.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khai thác mỏ và dự án năng lượng</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong ngành khai thác mỏ và dự án năng lượng, máy toàn đạc cung cấp những giải pháp đo đạc hiệu quả. Máy có thể được sử dụng để xác định vị trí và hướng di chuyển của các đường ống, cáp điện, hay các thiết bị liên quan đến khai thác tài nguyên. Nó cũng giúp trong việc đo lường diện tích và thể tích của các khu vực khai thác.</span></span><br /> </p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C. Lợi ích khi thuê máy toàn đạc tại Trắc địa Thành Đạt</span></span></span></h2> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Chi phí thuê máy đo đạc hợp lý, phù hợp với mọi đối tượng khách hàng.</span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Sản phẩm cho thuê là chính hãng. Các thiết bị được hiệu chuẩn và kiểm nghiệm trước khi cho thuê.</span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Tiết kiệm thời gian và chi phí bảo quản thiết bị (do được Trắc địa Thành Đạt hỗ trợ và đồng hành).</span></span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Được hướng dẫn sử dụng thiết bị miễn phí và được hỗ trợ kỹ thuật trong suốt quá trình đo đạc.</span></span></span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Có nhiều lựa chọn về model máy, số lượng, hãng sản xuất phù hợp nhằm đáp ứng yêu cầu từng công việc và quy mô dự án khác nhau.</span></span></span></span></span></span></span></li> </ul> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Banner cho thuê(1).png" style="width: 620px; height: 480px;" /></p> ', 'images' => '202306301101391234188fcd92b5895e1b963955b27a3f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'cho thuê máy toàn đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '723', 'name' => 'Sai số góc i ở máy thủy bình tự động - cách kiểm tra và khắc phục ', 'code' => null, 'alias' => 'sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình di chuyển, vận hành sử dụng máy thuỷ bình không thể tránh khỏi những va chạm gây ảnh hưởng tới độ chính xác của máy. Khi đó kết quả công việc sẽ không còn đảm bảo độ chính xác, bạn cần phải kiểm tra hiệu chỉnh lại thiết bị của mình. Một trong những sai số chính gây sai lệch kết quả trên máy thuỷ bình chính là sai số góc i. </span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Sai số góc i là gì</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sai số góc i</span> là độ lệch của các tia ngắm nằm ngang ở trên máy thủy bình so với mặt nước biển phẳng lặng. Khi máy thuỷ bình tồn tại sai số góc i sẽ dẫn đến các kết quả đo cao độ không còn chính xác. Khi khoảng các đọc từ máy thủy bình đến mia càng xa thì kết quả sẽ chịu ảnh hưởng của sai số góc i càng lớn.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính vì sự ảnh hưởng rất lớn của sai số góc i tới kết quả đo nên <span style="box-sizing: border-box;">trước khi bắt đầu triển khai dự án cần có công tác kiểm tra sai số góc i</span> để đảm bảo độ chính xác của kết quả đo.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu trong quá trình kiểm tra thấy sai số lớn, vượt quá giới hạn cho phép trong tiêu chuẩn. Lúc này thiết bị của bạn cần được mang đến các trung tâm <span style="box-sizing: border-box; touch-action: manipulation;">kiểm định hiệu chỉnh lại máy thủy bình</span>, nhằm tránh ảnh hưởng của các nguồn sai số đến kết quả đo.</span></span></span></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm nghiệm sai số góc i máy thủy bình là kiểm tra độ lệch của tia ngắm nằm ngang, kiểm tra để có phương án hiệu chuẩn, hạn chế sai sót trong phép đo cao độ. Cách kiểm tra sai số góc i ngoài thực địa là dùng phương pháp đo khép trạm giữa hai mốc cố định A và B.</span></span></span><br /> <br /> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/may-thuy-binh-dung-de-lam-gi.jpg" style="width: 547px; height: 500px;" /></span></span></span></p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách kiểm tra sai số góc i</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 1:</strong> Dùng 2 thước vạch đặt tại 2 điểm A và B cách nhau một khoảng Δ = 60 m. Máy sẽ được đặt tại vị trí Δ/2 giữa 2 điểm A và B như hình sau:</span></span><br /> </p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify; box-sizing: border-box;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm).png" style="width: 800px; height: 258px;" /></span></span></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 2:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Sau khi máy được đặt đúng vị trí như hình, tiến hành đọc số trên thước A (hA).</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 3:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Quay máy 180° và đọc số trên thước B (hB). Kết quả sẽ thu được hiệu giữa 2 số đọc là: Δh1 = hA – hB.</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 4:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Di chuyển máy và đặt máy tại vị trí cách 1 khoảng là Δ1 so với vị trí thước đặt tại điểm A. Xem minh họa như trên hình sau:</span></span></span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm) (2)(1).png" style="width: 800px; height: 258px;" /></span></span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><strong style="text-align: justify;">Lưu ý:</strong><span style="text-align: justify;"> Δ1 không bé hơn khoảng cách tối thiểu mà máy thủy bình cần kiểm tra có thể đo được.</span></em><br style="text-align: justify;" /> <br /> <strong style="text-align: justify;">Bước 5:</strong><span style="text-align: justify;"> Khi đã đặt máy chính xác, ta sẽ đọc số đọc số trên thước A (hA’).</span><br style="text-align: justify;" /> <strong style="text-align: justify;">Bước 6:</strong><span style="text-align: justify;"> Tiếp tục quay máy 180° đọc số trên thước B (hB’). Cuối cùng xác định được hiệu giữa 2 số đọc là: Δh2 = hA’ – hB’.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 7:</strong> Xác định sai số góc i của máy thủy bình</span></span></p> <ul style="box-sizing: border-box; list-style-position: initial; list-style-image: initial; margin-top: 0px; padding: 0px; margin-bottom: 1.3em; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 1: Nếu (Δh1-Δh2) ≤ 3mm góc i của máy đạt tiêu chuẩn có thể tiếp tục các thao tác đo đạc với máy thủy bình</span></span></span></li> <li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 2: Nếu (Δh1-Δh2) >3mm máy thuỷ bình cần được kiểm tra và hiệu chỉnh để loại bỏ sai số này, nhằm tránh ảnh hưởng tới kết quả đo.</span></span></span></li> </ul> <h2 id="b-dia-chi-cung-cap-may-toan-dac-cu-uy-tin-tai-ha-noi " style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">3. Nguyên nhân và cách khắc phục, xử lý sai số góc i máy thủy bình</strong></span></span></span></span></span></h2> <br /> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <em><strong><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Nguyên nhân: </span></span></span></strong></em><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Do đặc thù công tác đo đạc là đo thực tế, môi trường ngoại cảnh, vì vậy khó tránh khỏi được các tác động bên ngoài như:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động vật lý, va chạm với các vật thể khác trong quá trình di chuyển.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trường hợp rơi rớt không mong muốn.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết bị sử dụng thời gian dài không được kiểm định, kiểm tra định kỳ...</span></span></span></li> </ul> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động này chính là nguyên nhân dẫn đến lỗi sai cao độ góc i của máy thủy bình và các lỗi khác như:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình bị lệch bọt thủy, làm cho cao độ của máy bị sai.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc tự cân bằng của máy thủy bình bị lỗi, hoạt động không chính xác, dây chữ thập hồi về không đúng khiến máy bị sai.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mia bị nghiêng dẫn đến kết quả đo bị đọc sai.</span></span></span></li> </ul> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa phần các nguyên nhân trên đều có thể khắc phục và xử lý khi được phát hiện kịp thời.</span></span></span></p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <strong><em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Cách khắc phục, xử lý lỗi sai cao độ góc i máy thủy bình</span></span></span></em></strong></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế các tác động vật lý trong quá trình sử dụng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cẩn thận trong quá trình di chuyển thực địa, tránh để thiết bị rơi rớt.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến hành kiểm định, hiệu chuẩn lại sai số góc i theo định kỳ.</span></span></span></li> </ul> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">4. Địa chỉ sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span></span></span></span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p> <br /> <ul> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color:#000000;"><span style="margin: 0px; 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padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" /> <span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span></p> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Banner (6)(1).png" style="width: 800px; height: 419px;" /></p> ', 'images' => '20230613161608bf1441d7309d39dcda6ef0cd7b63dc28.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình', 'meta_key' => 'Máy thủy bình, maythuybinh, may thuy binh, máy thủy chuẩn, máy thủy bình giá rẻ, máy thủy bình tốt', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-06-13', 'modified' => '2026-04-13', 'status' => '1', 'view' => '21331', 'slug' => 'sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '365', 'rght' => '366', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '722', 'name' => 'Tìm hiểu về máy định vị GNSS RTK của hãng Geomate', 'code' => null, 'alias' => 'tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="line-height: 107%; color: rgb(51, 62, 72); background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">GEOMATE</span></strong><span style="line-height: 107%; color: rgb(51, 62, 72); background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> là thương hiệu đến từ Singapore, được thành lập vào năm 2018. </span><strong style="box-sizing: border-box"><i>GeoMate Positioning</i></strong> cung cấp các hệ thống và giải pháp khảo sát trên mặt đất, hàng hải và trên không cao cấp cho khách hàng trên toàn thế giới. </span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="color:#000000;"><strong>I. Tìm hiểu về hãng Geomate - Singapore và các dòng máy RTK của hãng</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="color:#b22222;"><strong>GEOMATE</strong></span> là thương hiệu đến từ Singapore, được thành lập vào năm 2018. <span style="color:#b22222;"><strong>GeoMate Positioning</strong></span> cung cấp các hệ thống và giải pháp khảo sát trên mặt đất, hàng hải và trên không cao cấp cho khách hàng trên toàn thế giới. Với nhiều kinh nhiệm trong ứng dụng địa lý học, nhóm phát triển các giải pháp khảo sát đáp ứng đầy đủ mong đợi của khách hàng về hoạt động hiệu quả nhất trong lĩnh vực trắc địa. Với việc xây dựng nhà máy tại Singapore Geomate <strong>đảm bảo rằng các sản phẩm của hãng luôn đạt được các tiêu chuẩn chất lượng cao nhất</strong>. Các giao thức và giải pháp của GeoMate cực kỳ đáng tin cậy và là sự lựa chọn hoàn hảo của khách hàng trên toàn thế giới.</span><br /> <br /> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;">Máy định vị GNSS RTK của Geomate được sử dụng trong: khảo sát trắc đạc, nghiên cứu địa lý, khảo sát địa chất, nông nghiệp, hàng không… . Cụ thể: </span></p> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Khảo sát thành lập lưới khống chế tọa độ với sai số cực thấp.</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Đo vị trí chi tiết, phục vụ công tác lập bản đồ, nghiên cứu địa hình, địa chính…</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Bố trí điểm trên mặt đất cho chuyển điểm, thiết kế thực địa.</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Tính diện tích, giao hội, bố trí đường cong diện tích.</span></li> </ul> <div align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Ba dòng máy của hãng Geomate là SG5, SG7 và SG9 <span style="color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif;">có khả năng cho kết quả đo đạc với độ chính xác cực kỳ cao. Các máy đều được tối ưu, cải tiến để đo đạc ở những khu vực có điều kiện khó khăn. </span></span></div> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Hiệu suất RTK của 3 dòng SG5, SG7, SG9 đều tốt hơn khi tiến hành khảo sát tại các vị trí khó. Những nơi như dưới tán cây, gần tòa nhà cao,… đều có độ chính xác và độ tin cậy vượt trội.</span></li> <li> <span style="font-size:14px;">Tích hợp thêm bộ lọc tín hiệu mới. Tính năng này giúp lọc các tín hiệu từ các vệ tinh bất chấp chất lượng tín hiệu kém hay nhiễu sóng ở trong khu vực đông dân cư.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li> <span style="font-size:14px;">Thu nhận và sắp xếp các tín hiệu linh hoạt. Cả 3 thiết bị đều có khả năng tích hợp và kết hợp các tín hiệu từ các hệ thống vệ tinh, trạm CORS hãy các trạm thu tín hiệu mặt đất khác. Khả năng này hoàn toàn tối ưu độ chính xác ngay tại vị trí đo.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li> <span style="font-size:14px;">3 dòng máy RTK Geomate mới này đều có khả năng bắt được nhiều vệ tinh hơn và tín hiệu hơn. Do có hiệu suất RTK và khả năng thu kênh đều từ 600 kênh trở lên.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> </div> </div> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;">II. So sánh 3 dòng máy RTK của hãng Geomate</span></h2> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <br /> <span style="font-size:14px;"><iframe allow="fullscreen" allowfullscreen="allowfullscreen" loading="lazy" src="https://www.canva.com/design/DAFlZbTVW_c/view?embed" style="position: relative; width: 100%; height: 600px; max-height: 80vh; border: none; padding: 0; margin: 0; overflow: hidden;"></iframe></span></p> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III. Đơn vị cung cấp máy RTK UY TÍN</span></span></h2> <br /> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: Hi - Target, E-survey, eFix, Foif, Geomate,.... tại Việt Nam. </span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> </p> <p style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Gray Fashion Shop Online Instagram Story (665 × 295 px) (10).png" style="width: 665px; height: 295px;" /></p> ', 'images' => '20230610130103ba655f12a66201f445f6816a87ffe480.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-06-10', 'modified' => '2026-04-13', 'status' => '1', 'view' => '16595', 'slug' => 'tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '363', 'rght' => '364', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '720', 'name' => 'Sai số trong đo đạc và cách khắc phục', 'code' => null, 'alias' => 'sai-so-trong-do-dac-va-cach-khac-phuc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là không thể tránh khỏi. Tuy nhiên, để việc đo đạc đạt hiệu quả, người thực hiện cần hiểu nguyên nhân để áp dụng phương pháp hạn chế phù hợp nhất.</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sai số trong đo đạc là gì?</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là khoảng giá trị chênh lệch giữa những lần đo hoặc giá trị tính được so với giá trị thực tế hay giá trị chính xác của một đại lượng nào đó. Hoặc có thể hiểu đơn giản, sai số trong đo đạc là giá trị chênh lệch giữa giá trị đo với giá trị thực tế theo một xác suất nhất định.<br /> <br /> Trong quá trình đo đạc, việc thực hiện đo nhiều lần cùng một đại lượng sẽ mang lại những giá trị đo giữa các lần đo không giống nhau. Điều đó cho thấy rằng giữa các kết quả đo luôn có sai số, đồng thời giá trị đo được chỉ mang tính tương đối, gần đúng.<br /> <br /> Sai số thực được ký hiệu là ∆i và sai số gần đúng được ký hiệu là Vi. Các sai số này được tính theo công thức:<br /> <br /> <strong>∆i = X – Li<br /> Vi = x – Li</strong><br /> <br /> Với:</span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X là giá trị thực</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">x là giá trị gần đúng nhất (trị xác suất)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li là giá trị đo lần thứ i.</span></span></em></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bởi vì điều kiện đo giữa các lần đo là khác nhau, thế nên sẽ dẫn đến ∆i và Vi giữa các lần đo cũng khác nhau.<br /> <br /> Sai số trong đo đạc phát sinh từ nhiều nguồn khác nhau, dựa vào các nguồn đó để phân loại sai số và từ đó có cách giảm thiểu tương ứng.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Anwendung1-Bosch-GIM-60-Digitaler-Neigungsmesser.jpg" style="width: 620px; height: 414px;" /></span></span></p> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Phân loại sai số trong đo đạc</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa vào nguồn gốc gây ra sai số, có 3 loại sai số trong đo đạc:</span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Sai số sai lầm </strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này được phát sinh từ sự thiếu cẩn thận trong quá trình đo, chẳng hạn như đo sai, tính sai hoặc có thể là ghi sai. Khi đo lặp lại ít nhất 1 lần, người đo sẽ có thể phát hiện được sai số này.<br /> Trong quá trình đo đạc, thông thường sẽ gặp một số trường hợp có xuất hiện sai số rất lớn của giá trị tuyệt đối mà lẽ ra sẽ không mắc phải với điều kiện đó, những sai số đó chính là sai số sai lầm.<br /> <br /> <em><strong>Ví dụ:</strong> Một ngôi nhà cho giá trị chiều dài là 50 mét, nhưng khi đo lại cho kết quả là 52 mét, thì 2 mét chính là giá trị sai số sai lầm.</em></span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Sai số hệ thống</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này phát sinh do dụng cụ đo chưa được hoàn chỉnh, do tật của người đo, hoặc có thể phát sinh do sự thay đổi của điều kiện ngoại cảnh. Sai số hệ thống có giá trị và dấu không đổi và xuất hiện lặp đi, lặp lại giữa các lần đo.<br /> <br /> <em><strong>Ví dụ</strong>: Khi đo một đoạn thẳng bằng thước dài 20 mét, nhưng trên thực tế, chiều dài lúc đó của thước đang là 20.001 mét. Vì vậy, mỗi lần sử dụng thước để đo, kết quả sẽ có độ lớn sai số là 1 milimet, đây được gọi là sai số hệ thống.</em></span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Sai số ngẫu nhiên</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này sinh ra từ kết quả của sự tác động qua lại giữa nhiều nguồn sai số khác nhau, cũng như do sự biến đổi không ngừng của điều kiện đo đạc. Sai số ngẫu nhiên có dấu và giá trị không thể xác định cụ thể trước, có thể lớn, bé, âm dương,…<br /> <br /> <strong>Sai số ngẫu nhiên có một số tính chất như:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính giới hạn: Khi đo đạc trong một điều kiện xác định, sai số ngẫu nhiên không vượt giới hạn nhất định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tập trung: Giá trị tuyệt đối của sai số ngẫu nhiên càng nhỏ, số lần xuất hiện của sai số càng nhiều.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính đối xứng: Những sai số ngẫu nhiên có giá trị tuyệt đối bằng nhau, nhưng trái dấu với nhau thì có số lần xuất hiện ngang nhau.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính bù trừ: Trung bình cộng giữa các sai số ngẫu nhiên sẽ dần tiến về giá trị “0” khi số lần đo tăng lên vô hạn.</span></span></li> </ul> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ví dụ:</strong> Một thước đo có độ chia nhỏ nhất đến đơn vị milimet thì sai số khi đọc thước ở phần ước lượng có giá trị nhỏ hơn milimet được gọi là sai số ngẫu nhiên.</span></span></em> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách khắc phục sai số trong đo đạc</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối với từng loại sai số khác nhau, sẽ có các phương pháp để hạn chế sai số phù hợp. Cụ thể:</span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.1 Đối với sai số sai lầm</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số sai lầm là dạng sai số xuất phát từ nguyên nhân chủ quan, do đó loại sai số này có thể được khắc phục bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc kỹ, cẩn thận, không cho phép phát sinh sai lầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phải xác định được sai lầm cụ thể để loại bỏ khỏi kết quả đo thông qua việc kiểm tra lặp lại kết quả.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.2 Đối với sai số hệ thống</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số hệ thống có thể được hạn chế bằng các phương pháp như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường xuyên kiểm nghiệm và hiệu chỉnh dụng cụ, thiết bị đo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi phương pháp đo phù hợp với điều kiện ngoại cảnh hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính toán số hiệu chỉnh vào các kết quả đo đạc.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.3 Đối với sai số ngẫu nhiên</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số ngẫu nhiên là loại sai số không thể loại bỏ, người đo đạc chỉ có thể hạn chế bằng phương pháp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thiết bị, dụng cụ đo tốt hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi, sử dụng phương pháp đo phù hợp hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thời điểm thực hiện đo và số lần đo đạc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính kết quả trung bình từ những sai số ngẫu nhiên sau nhiều lần đo đạc và trong các điều kiện đo khác nhau.</span></span></li> </ul> <h2> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Đơn vị kiểm nghiệm, hiệu chỉnh thiết bị đo đạc UY TÍN</strong></h2> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trắc địa Thành Đạt</strong> là đơn vị chuyên cung cấp và hiệu chỉnh các thiết bị đo đạc UY TÍN tại Việt Nam. Với đội ngũ kỹ thuật viên có tay nghề cao, có kinh nghiệm nhiều năm trong hoạt động sửa chữa, kiểm nghiệm thiết bị đo đạc Trắc địa Thành Đạt sẽ là điểm đến uy tín với mọi khách hàng khi có nhu cầu. </span></span></p> <p style="text-align: center;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: center; margin: 0px; padding: 0px;">---------</strong></p> <p style="text-align: center;"> <br style="text-align: center; margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px;" /> <span style="text-align: center; margin: 0px; padding: 0px; font-family: arial; font-size: 13px; color: rgb(204, 51, 0);"><span style="margin: 0px; padding: 0px; font-family: "trebuchet ms", helvetica, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 15.2px;"><span style="margin: 0px; padding: 0px; font-size: 13px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">TRẮC ĐỊA THÀNH ĐẠT - LUÔN ĐỒNG HÀNH CÙNG BẠN!</strong></span></span></span></span></span><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-family: Arial, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Website: </span></span></span></span><span style="text-align: center; margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: Arial, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR0x636a91TsCqofuE-ef6CJaPwGi8ex_pmRzQ9FGfSh79coomyKg0kW80w" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="text-align: center; margin: 0px; padding: 0px; font-size: 13px; color: rgb(0, 0, 0); font-family: Arial, sans-serif;" /> <br style="text-align: center; margin: 0px; padding: 0px; font-size: 13px; color: rgb(0, 0, 0); font-family: Arial, sans-serif;" /> <span style="text-align: center; margin: 0px; padding: 0px; font-family: arial; font-size: 13px; color: rgb(204, 51, 0);"><span style="margin: 0px; padding: 0px; font-family: Arial, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Hotline: <strong style="margin: 0px; padding: 0px;">0<span style="margin: 0px; padding: 0px; font-family: "lucida sans unicode", "lucida grande", sans-serif;">913 051 734/0942 288 388</span></strong></span></span></span></span></p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Banner 21_4.png" style="width: 620px; height: 620px;" /></span></span></p> ', 'images' => '2023052510084176e7dd8aea9bcb2f5c43cb9a723c15c3.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Sai số trong đo đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '719', 'name' => 'Hướng dẫn nhanh cách giao hội máy toàn đạc Leica, Nikon, Topcon, Sokkia', 'code' => null, 'alias' => 'huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hướng dẫn nhanh cách giao hội máy toàn đạc Leica, Nikon, Topcon!</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66); text-align: justify;">1. Khi nào cần thiết lập trạm máy bằng phương pháp giao hội?</span></span></span></h2> <br /> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(73, 73, 73);">Thiết lập trạm máy bằng phương pháp giao hội được thực hiện khi tại vị trí đo đạc hai mốc bị vướng các địa vật và các mốc không thể thông hướng với nhau, không thể thiết lập được trạm máy theo phương pháp thông thường (điểm đặt máy và điểm định hướng), lúc này cần sử dụng phương pháp giao hội để xác định tọa độ điểm đặt máy dựa vào hai điểm gốc.</span></span></span><br /> </p> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Mo-ta-thiet-lap-tram-may-bang-phuong-phap-giao-hoi-600x327.jpg" style="width: 600px; height: 327px;" /></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(51, 51, 51); text-align: justify;">Giao hội nghịch </span><span style="color: rgb(51, 51, 51); text-align: justify;">là một cách thao tác để thành lập một trạm máy có tọa độ. Khác với giao hội thuận, giao hội nghịch có thể đứng một điểm bất kỳ để thành lập trạm máy hay có thể nói s</span><span style="color: rgb(66, 66, 66); text-align: justify;">ử dụng giao hội nghịch nếu ta không dựng được máу toàn đạc tại ᴠị trí 2 mốc tọa độ hoặc 2 mốc tọa độ bị che không thể nhìn thấу nhau.</span></span></span><br /> </p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để hạn chế sai số khi cài đặt trạm máy bằng phương pháp giao hội, người đo cần phải lưu ý một số yếu tố sau:</span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy tại vị trí đất cứng, không bị nhiều yếu tố thi công ảnh hưởng.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đặt máy phải tương đối ở giữa vị trí 2 mốc tọa độ.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng chân ba kẹp sào gương để cố định gương tại 2 mốc lúc giao hội.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai số do người cầm gương gây ra.</span></span></li> </ul> <h2> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(66, 66, 66);">2. Hướng dẫn giao hội máy toàn đạc Topcon</span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi cân bằng máy ở màn hình chính, nhấn <strong>MENU -> [F2]- LAYOUT.</strong><br /> Để lấy file đã có sẵn trong máy, chọn <strong>FILE</strong>, nhấn phím <strong>[F4] – ENTER</strong>. Sau đó nhấn tiếp <strong>[F4]</strong> để chuyển sang trang thứ 2. Khi đã xuất hiện màn hình <strong>LAYOUT</strong>, nhấn <strong>[F2] – NEW POINT -> [F2] – RESECTION</strong>. Bắt đầu chương trình giao hội nghịch (chế độ <strong>Resection</strong>). Màn hình lúc này như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture2.jpg" style="width: 400px; height: 250px;" /></span></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập khai báo tên trạm máy. Máy toàn đạc Topcon sẽ lưu lại tọa độ trạm kể cả khi tắt nguồn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – SRCH: Tìm kiếm lại tọa độ trong máy.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – SKP: Thao tác đi nhanh vào thành lập trạm máy.</span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Tiếp theo, nhập chiều cao máy ở dòng <strong>INS.HT =</strong>. Sau khi nhập xong, màn hình sẽ hiển thị khai báo và nhập điểm định hướng thứ nhất. <strong>N001#</strong> như hình dưới:<br /> <img alt="" src="/admin/webroot/upload/image/images/Picture3.jpg" style="width: 400px; height: 250px;" /></span></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập tên điểm định hướng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – LIST: Hiển thị danh sách các điểm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – NEZ: Vị trí nhập tọa độ trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F4] – ENTER: Thao tác chấp nhận.</span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi nhấn phím <strong>[F4] – ENTER</strong> chấp nhận, tiến hành nhập chiều cao gương.<br /> Quay máy bắt chính xác vào gương điểm thứ nhất, nhấn phím <strong>[F4]- DIST</strong> để thực hiện đo lưu độ điểm thứ nhất. Sau khi đo lưu độ điểm thứ nhất, màn hình máy hiện khai báo điểm định hướng thứ 2. Thao tác khai báo tương tự điểm định hướng thứ nhất.<br /> <br /> Màn hình máy hiển thị sau khi đo lưu điểm thứ 2 như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture7.jpg" style="width: 400px; height: 250px;" /><br /> <br /> Nhấn <strong>[F2] – CALC MEAS DATA</strong>: Tính toán dữ liệu máy đo. Lúc này trên màn hình xuất hiện sai số giao hội:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture4.jpg" style="width: 400px; height: 250px;" /><br /> <br /> <strong>Ấn [F4] – CALC</strong> để thực hiện tính toán:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture5.jpg" style="width: 400px; height: 250px;" /><br /> <br /> Tiếp tục nhấn <strong>[F4] – NEZ</strong> để hiển thị tọa độ máy. Nhấn tiếp <strong>[F3] – YES</strong> để lưu lại tọa độ và hoàn tất lập trạm máy bằng phương pháp giao hội nghịch.</span></span></span><br /> </p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">3. </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hướng dẫn giao hội máy toàn đạc Nikon</span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (28).png" style="width: 665px; height: 295px;" /></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sau khi cân máу хong ở màn hình chính, chúng ta ᴠào <strong>Menu -> F2: Laуout</strong><br /> <br /> Để lấу file đã có ѕẵn <strong>Liѕt -></strong> di chuуển tới<strong> File </strong>bằng phím <strong>ANG -> Enter -> F4</strong> ѕang trang <strong>-> F2 Neᴡ Point -> F2 Reѕection</strong><br /> <br /> Đặt tên điểm cho trạm máу ( đặt bất kì tên nào). Chiều cao máу giả dụ thaу đổi đến các cao độ của các điểm đó<br /> <br /> Điểm đầu tiên ( tìm điểm giao hội thứ 1 trong máу có ѕẵn – điểm ѕố 3) -> <strong>Enter.</strong> <br /> <br /> Ngắm ᴠề gương tại ᴠị trí điểm ѕố 3 gương cân chuẩn, chọn <strong>Diѕt -></strong> chờ хử lý<br /> <br /> Máу hỏi tiếp điểm tụ hội trang bị 2 ( điểm ѕố 6) –<strong>> Enter.</strong> <br /> <br /> Quaу <strong>máу toàn đạc</strong> ᴠề điểm 2, ѕau khi cân gương chuẩn, chọn <strong>Diѕt-></strong> chờ хử lý<br /> <br /> Sau lúc tiến hành hội tụ хong, <strong>F2: Calc Meaѕ.</strong> <strong>Data</strong> tính toán <strong>Reѕidual error:</strong> ѕai ѕố, ѕai ѕố càng nhỏ càng tốt. HD: ѕai ѕố mặt bằng (15 li) dZ: ѕai ѕố cao độ (4 li)<br /> <br /> <strong>F4 calculation -> F4 NEZ,</strong> хuất hiện tọa độ của điểm trạm máу mới, máу hỏ lưu haу không, tìm <strong>F3 Yeѕ</strong></span></span></p> <h2 id="ftoc-heading-5"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66);">4. Hướng dẫn giao hội máy toàn đạc Leica</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao hội nghịch là xác lập tọa nơi đặt máy, thực hiện dựa vào tọa độ của rất nhiều điểm khống chế. Để tiến hành giao hội nghịch, máy toàn đạc rất cần được để ở vị trí nhìn được tối thiểu 2 điểm khống chế. Mặc dù thế để kết quả đo được đúng chuẩn hơn nên xúc tiến đo ít nhất 3 lần.<br /> <br /> Chương trình giao hội nghịch trên dòng máy toàn đạc điện tử Leica được sử dụng rất rộng rãi, rất hữu ích tại những khu vực mà tính thông hướng giữa các mốc không được đảm bảo. Khi đó tính năng giao hội nghịch sẽ được sử dụng để khởi tạo trạm máy. Các bước thực hiện công tác giao hội nghịch (Free Station) được thực hiện như sau:<br /> <br /> Từ <strong>Main Menu</strong> →<strong> 2</strong>. (<strong>Prog</strong>)→<strong>F3</strong> (<strong>Free Station</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture1(1).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Tiếp theo người sử dụng làm như sau:<br /> <br /> - Bước 1: Ấn <strong>F1</strong> (<strong>Set job</strong>): Đặ t tên công việc, bước này tương tự như các chương trình <strong>surveying</strong>, <strong>stake out</strong>.<br /> <br /> - Bước 2: Ấn <strong>F2</strong> (<strong>Set Accuracy limit</strong>): Cài đặt giới hạn độ chính xác cho điểm cần giao hội nếu cần (nếu yêu cầu độ chính xác không cao có thể bỏ qua bước này).<br /> Tại đây người sử dụng có thể nhập giá trị giới hạn của độ lệch tiêu chuẩn. Nếu giá trị tính toán vượt quá giá trị cho phép thì sẽ xuất hiện thông điệp cảnh báo, lúc đó máy sẽ cho phép người sử dụng quyết định tiếp tục đo hay dừng lại. Nếu muốn cài đặt độ chính xác thì tại dòng<strong> Status</strong> dùng phím bật <strong>ON</strong>, ngược lại <strong>OFF</strong>.<br /> <strong> Std.Dev.North</strong>: Độ sai lệch X.<br /> <strong> Std.Dev.East</strong>: Độ sai lệch Y.<br /> <strong> Std.Dev.Height</strong>: Độ sai lệch cao độ H<br /> <strong> Std.Dev.Angle</strong>: Độ sai lệch góc ngang<br /> Sau đó ấn <strong>F4</strong> (<strong>OK</strong>) để cài đặt.<br /> <br /> <em>Ý nghĩa của việc cài đặt độ chính xác giao hội: </em>Giả sử ta đặt độ chính xác cho điểm giao hội với các tiêu chuẩn sai lệch là: ΔX ≤ 5mm, ΔY ≤ 5mm, ΔZ (H) ≤ 5mm,… Thì sau khi máy tính toán giao hội mà sai số tọa độ điểm giao hội nghịch nếu lớn hơn 5mm thì máy sẽ cảnh báo cho người sử dụng biết để chấp nhận kết quả hay dừng lại.<br /> <br /> - Bước 3: <strong>Start</strong> tiến hành đo giao hội Ấn <strong>F4</strong> (<strong>Start</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture2(1).jpg" style="width: 400px; height: 273px;" /><br /> Ở đây, người sử dụng cần:<br /> <strong>Station</strong>: Đặt tên điểm cần giao hội (tức là tên điểm trạm máy)<br /> <strong>hi</strong>: Nhập vào chiều cao máy<br /> Nhập xong ấn <strong>Enter</strong> →<strong> F4</strong> (<strong>OK</strong>), màn hình hiện ra như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture3(2).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Lúc này để đo tới điểm cần đo, người sử dụng có thể làm theo: <br /> Trường hợp 1: Nhập trực tiếp toạ độ điểm đo tới vào, làm như sau: Từ màn hình hiển thị như <em>hình 3</em>, nhập vào:<br /> <strong>PtID</strong>: Tên điểm đo tới<br /> <strong>hr</strong>: Chiều cao gương<br /> Sau đó ấn phím<strong> F4</strong> → <strong>F1</strong> (<strong>ENH</strong>), màn hình hiện ra hình:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Chưa có tên (481 × 328 px).png" style="width: 400px; height: 273px;" /><br /> <br /> Tại đây nhập vào toạ độ điểm đo tới sau đó ấn <strong>Enter</strong> → <strong>F4</strong>(<strong>OK</strong>), rồi ngắm chính xác vào mục tiêu và ấn<strong> F1</strong> (<strong>ALL</strong>) để đo. <br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture5(3).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Ấn phím<strong> F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Sau khi đã đo đủ số lượng điểm đo cần thiết (đo tới tối thiểu 2 điểm và tối đa 5 điểm):<br /> → Để xem kết quả toạ độ điểm giao hội, ấn phím <strong>F3</strong> (<strong>COMPUTE</strong>),<br /> → Để xem phần dư ấn phím [<strong>RESID</strong>],<br /> → Để xem độ l ệch tiêu chuẩn ấn phím <strong>F3</strong> (<strong>StdDev</strong>).<br /> → Để cài đặt toạ độ điểm vừa giao hội được làm toạ độ trạm máy, người sử dụng chỉ việc ấn phím <strong>F4</strong> (<strong>OK</strong>).<br /> Trường hợp 2: Nếu điểm đo tới đã lưu trong bộ nhớ của máy, thì người sử dụng chỉ cần nhập vào tên điểm cần đo tới (ví dụ điểm 5) ở dòng (<strong>PtID</strong>) và chiều cao gương (<strong>hr</strong>) sau đó ấn phím<strong> F1</strong> (<strong>FIND</strong>) để tìm điểm đó<br /> Sau đó lựa chọn đúng điểm, ấn phím <strong>F4 </strong>(<strong>OK</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture6.jpg" style="width: 400px; height: 273px;" /><br /> Tiến hành ngắm chính xác vào điểm đo tới:<br /> - Ấn phím <strong>F1</strong> (<strong>ALL</strong>) để đo,<br /> - Ấn phím <strong>F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Để xem kết quả giao hội làm tương tự như trường hợp 1.<br /> <br /> Kết quả cuối cùng sẽ cho ra tọa độ N(X), E(Y), và cao độ H. Đồng thời máy cũng tính ra phương vị của trạm máy hiện thời. Chính vì thế mà sau khi tiến hành đo giao hội xong người sử dụng có thể chuyển sang chế độ đo khác (<strong>Surveying</strong>, <strong>Stake out</strong>,...) mà không cần tiến hành các bước thiết lập trạm máy và thiết lập định hướng nữa. Ngoài ra phép đo giao hội còn đưa ra độ lệch tiêu chuẩn và phần dư để đánh giá độ chính xác của kết quả đo đồng thời cho ta biết được độ ổn định của các điểm toạ độ vừa đo tới.<br /> <br /> Chúng ta có thể đo ở một vị trí bàn độ trái hoặc phải hoặc đo ở cả hai vị trí bàn độ, không cần xếp thứ tự điểm và thứ tự mặt ống kính khi đo. Nếu một điểm được đo nhiều lần ở một mặt của ống kính thì phép đo hợp lý sẽ được sử dụng để tính toán.<br /> <br /> Nếu phép đo có nhiều hơn số điểm đo cần thiết, bộ xử lý tính toán kết quả sẽ dùng phương pháp số bình phương nhỏ nhất để hiệu chỉnh cho tọa độ phẳng (X, Y), phương pháp trung bình cho cao độ H và góc định hướng.</span></span></p> <div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> - Giá trị đo ở bàn độ trái và bàn độ phải được đưa vào trong tính toán.<br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tất cả các phép đo đều được sử lý ở cùng độ chính xác cho dù chúng được đo ở một vị trí bàn độ hay ở cả hai vị trí bàn độ.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ Y và X được xác định bằng phương pháp số bình phương nhỏ nhất, bao gồm cả độ lệch tiêu chuẩn.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Cao độ cuối cùng được tính toán từ sự trung bình của các chênh cao so với điểm gốc.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Góc định hướng được tính trung bình từ phép đo ở 2 vị trí bàn độ và vị trí mặt bằng đã được tính toán. </span></div> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><em>>>></em></strong> <strong>Lưu ý một số thông điệp hiện thị khi đo:<br /> </strong></span></span></p> <div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> "<em><strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Selected point has no valid data</span></span>!</strong></em>" <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo đã lựa chọn không có tọa độ X hoặc Y.</span></span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Max 5 points supported </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Máy chỉ cho phép đo tối đa 5 điểm.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no position computed </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" "Không cho phép tính ra tọa độ trạm vì đã có dữ liệu không đúng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</strong><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no height computed</em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">": Hoặc cao độ của điểm đo không hợp lệ hoặc là không đủ dữ liệu đo để tính ra cao độ của trạm máy.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Insufficient space in job</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Job hiện thời đã đầy không cho phép lưu trữ thêm dữ liệu.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Hz (I-II) >0.9 deg, measure point again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc bằng lớn hơn 180</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> ± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>V(I-II) > 0.9 deg, measure again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc đứng lớn hơn 360</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> - V± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>More points or distance required </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" " Yêu cầu đo thêm điểm hoặc khoảng cách" vì không đủ dữ liệu đo để tính ra tọa độ trạm.</span></div> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Hướng dẫn giao hội máy toàn đạc Sokkia</span></h2> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Bước 1: Nhấn phím <strong><em>FUNC</em></strong> trên màn hình máy toàn đạc Sokkia đến khi màn hình xuất hiện bạn tiếp tục nhấn vào <em><strong>F1 (MENU)</strong>.</em><br /> <br /> - Bước 2: Sau khi nhấn vào <strong><em>MENU </em></strong>tiếp tục chọn <strong><em>RESECTION </em></strong>để bắt đầu chức năng giao hội.<br /> <br /> - Bước 3: Tiếp theo nhấn chọn <strong><em>NEZ </em></strong>để nhập tọa độ của 2 điểm mốc dùng để giao hội. Sau đó bạn chọn <strong><em>EDIT (F3) </em></strong>hoặc nhấn <strong>READ</strong> để đọc số liệu hiện sẵn trong màn hình máy.<br /> Tiếp theo bạn nhập tọa độ điểm số 2, sau khi nhập tọa độ 2 điểm xong nhấn <strong><em>F4 (MEAS) </em></strong>để đo về các điểm gốc và nhấn <strong><em>F19 (DIST)</em></strong>. Sau đó nhấn <strong><em>F4 (YES) </em></strong>để đo điểm số 1. Sau khi đo điểm 1 tiến hành đo điểm 2. <br /> <br /> - Bước 4: Tiếp theo nhấn <strong>CALC</strong> để tiến hành tính toán tọa độ giao hội điểm đặt máy.<br /> <br /> Trên màn hình sẽ báo sai số vị trí điểm <strong>deltaX</strong>, <strong>deltaY</strong> nếu chấp nhận sai số bạn nhấn <strong><em>REC (F3) </em></strong>để ghi lại tọa độ điểm đặt máy sau giao hội để dùng cho công tác bố trí điểm hoặc các công tác đo đạc khảo sát địa hình.<br /> <br /> <span style="color: rgb(34, 34, 34);"><strong>>>></strong> <strong>Lưu ý:</strong></span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên hiện trường bạn cần tìm điểm đặt máy hợp lý nhằm đảm bảo độ chính xác cao. Bạn cần chọn địa điểm đặt thiết bị sao cho tam giác hợp bởi điểm đặt máy và hai điểm gốc là tam giác cân, để đảm bảo giao hội máy toàn đạc được cho các kết quả đo chính xác nhất.<br /> <br /> Sau khi đo giao hội xong, bạn cần tiến hành kiểm tra các tọa độ điểm gốc xem có bị sai số không. Tiếp theo mới tiến hành bố trí các điểm của công trình hoặc vào chức năng đo đạc chi tiết của máy để đo khảo sát địa hình khu vực để lập bản đồ hay đo đạc tính toán khối lượng đào đắp. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Nên sử dụng các thiết bị như máy thủy bình để dẫn truyền cao độ một cách chuẩn xác nhất.</span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (30).png" style="text-align: center; width: 665px; height: 295px;" /><br /> </p> ', 'images' => '20230508111131dc7a2c77b3d50d2023aaee921bc3a899.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'giao hội máy toàn đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Post' => array( 'id' => '718', 'name' => 'Tìm hiểu về phần mềm PIX4D', 'code' => null, 'alias' => 'tim-hieu-ve-phan-mem-pix4d', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với hơn 55.000 người dùng đang hoạt động trên khắp thế giới, PIX4D đã mở rộng văn phòng của mình ở nhiều quốc gia khác nhau ngoài trụ sở chính là Thụy Sỹ với mục tiêu hỗ trợ khách hàng tốt hơn như: Mỹ, Đức, Tây Ban Nha, Nhật Bản, Trung Quốc…</span></span>', 'content' => '<h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/tracdiathanhdat_vn (7).png" style="width: 650px; height: 545px;" /></strong></span></span></h2> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. PIX4Dmapper – Phần mềm PIX4D dùng trong xử lý ảnh UAV</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmapper là phần mềm nội nghiệp có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái: ảnh RGB, ảnh hàng không, ảnh đa phổ, ảnh nhiệt, ảnh phóng tâm, ảnh 360 độ, video, v.v.<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dmapper:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng quy tắc chồng lớp ảnh để cho ra dữ liệu vô cùng chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn thiện quy trình xử lý ảnh với thiết bị bay không người lái: Thu thập hình ảnh > số hóa > đánh giá, kiểm soát và cải thiện chất lượng> đo lường, tính toán > cộng tác và chia sẻ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý dữ liệu nâng cao, cung cấp kết quả chính xác với giải pháp quan trắc ảnh chuyên nghiệp: giúp người dùng tối ưu hóa quy trình làm việc dựa trên các mẫu xử lý mặc định trên phần mềm hoặc thiết lập quy trình cá nhân.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ và mô hình 3D chính xác từ hình ảnh bằng các công cụ vượt trội: phân loại đám mây điểm tự động; cải thiện bề mặt kỹ thuật số; đo đạc bề mặt, khoảng cách, khối lượng; kiểm soát độ chính xác của dự án; báo cáo chất lượng chi tiết.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/04-de-dang-tinh-toan-kich-thuoc-be-mat-khoang-cach-khoi-luong.jpg" style="width: 650px; height: 366px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xuất dữ liệu đầu ra với nhiều định dạng khác nhau.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu đầu ra của PIX4Dmapper là cơ sở để thành lập bản đồ, đặc biệt là bản đồ 3D,.. chất lượng cao. PIX4Dmapper giúp hoàn thiện xử lý ảnh, từ thu thập dữ liệu đến kiểm soát chất lượng đầu ra và chia sẻ dữ liệu dưới nhe. Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D khác như PIX4Dcloud.<br /> <br /> <strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm thành lập bản đồ và mô hình 3D, PIX4Dmapper có khả năng ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung: Đối với các dự án không bao gồm rừng, tuyết, hồ, cánh đồng nông nghiệp và / hoặc các địa hình khó tái tạo khác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát rừng và thảm thực vật rậm rạp: Đối với dự án có diện tích rừng bao phủ hoặc thảm thực vật rậm rạp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình bằng phẳng, có ruộng: Đối với địa hình bằng phẳng có nội dung trực quan đồng nhất như ruộng nông nghiệp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tòa nhà: Tạo mô hình 3D của các tòa nhà.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bình đồ: Dành cho các khu vực cần thể hiện đường đồng mức.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát chuyến bay: Đối với các dự án có hình ảnh được thực hiện bằng cách sử dụng nhiều chuyến bay.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng thành phố (mặt tiền có thể nhìn thấy): Lập mô hình 3D về các khu vực đô thị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng nội thất 3D: Tạo mô hình 3D cho nội thất của các tòa nhà.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tổng hợp: Dành cho các bộ dữ liệu kết hợp (nội thất / ngoại thất và / hoặc trên không / trên mặt đất và / hoặc nadir / xiên).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng địa vật 3D: Mô phỏng hình ảnh 3D các đối tượng đặc biệt (tháp điện, tuabin gió, đường hầm, v. v.).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp đặc biệt: Khảo sát địa hình tuyết, cát và bề mặt nước (đại dương, hồ, sông, v.v.).</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. PIX4Dsurvey – Phần mềm PIX4D dùng trong số hóa dữ liệu</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm số hóa dữ liệu PIX4Dsurvey là phần mềm nội nghiệp có khả năng số hóa dữ liệu tự động hoặc bán tự động từ các sản phẩm từ phương pháp quan trắc ảnh, dữ liệu quét <a href="https://dathop.com/3-giai-phap-laser-scanning-pho-bien/">laser scanning</a> và LiDAR. Dữ liệu đầu ra của PIX4Dsurvey là cơ sở để tính toán độ dốc địa hình, hướng địa hình, mức độ lồi lõm, phân tích địa mạo của khu vực, v.v.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dsurvey</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa dữ liệu: Liên kết ảnh bay chụp và mô hình Point Cloud, trích xuất các đối tượng từ ảnh quan trắc, quét laser, LiDAR để làm cơ sở cho thành lập bản đồ.</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hóa thời gian số hóa lên đến 50%: PIX4Dsurvey triển khai quy trình làm việc liền mạch và nhanh chóng, giảm thiểu thời gian thực hiện các công tác số hóa mô hình Point Cloud và biên vẽ đối tượng từ hình ảnh. Chức năng Smart Grid hỗ trợ người dùng tiết kiệm thời gian trong công tác tạo mô hình cao độ điểm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp sẵn thuộc tính chuyển đổi sang CAD linh hoạt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/06-pix4dsurvey-co-kha-nang-chuyen-doi-sang-cad-linh-hoat.jpg" style="width: 650px; height: 484px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dsurvey xây dựng các thuật toán vô cùng tối ưu cho bất kỳ đối tượng nào bằng các thao tác vô cùng đơn giản và nhanh chóng.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dsurvey được ứng dụng trong nhiều hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ khảo sát địa hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa mô hình mặt đất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình TIN.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình CAD.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. PIX4Dmatic – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmatic là phần mềm quan trắc ảnh thế hệ mới, được sử dụng để thành lập bản đồ địa hình, bản đồ quy hoạch và các loại bản đồ tỷ lệ lớn, có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái.<br /> Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D như: PIX4Dsurvey, PIX4Dcloud, v..v..<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dmatic:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý bộ dữ liệu lớn, cho kết quả chính xác: PIX4Dmatic cung cấp khả năng xử lý hàng nghìn hình ảnh mà vẫn đảm bảo độ chính xác ở mức khảo sát, giảm một nửa thời gian xử lý, lý tưởng cho các dự án quy hoạch và bộ dữ liệu lớn hơn 5000 hình ảnh với độ phân gairi máy ảnh RGB tiêu chuẩn và không có giới hạn về kích thước hình ảnh.</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý tự động: hợp lý hóa quy trình làm việc của người sử dụng, bao gồm nhập dữ liệu, xử lý và đánh giá chất lượng của dự án.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình làm việc liền mạch.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm chuyên cho việc thành lập bản đồ và mô hình 3D, PIX4Dmatic được ứng dụng trong các lĩnh vực:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <em style="text-align: center;"><img alt="" src="/admin/webroot/upload/image/images/08-phan-mem-pix4dmatic-duoc-ung-dung-trong-khao-sat-dia-hinh.jpg" style="width: 650px; height: 396px;" /></em></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. PIX4Dcloud (& PIX4Dcloud Advance) – Phần mềm PIX4D dùng trong xử lý ảnh và chia sẻ trực tuyến</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng xử lý ảnh và chia sẻ trực tuyến PIX4Dcloud là nền tảng xử lý ảnh trực tuyến cho các dự án bay chụp, thành lập bản đồ 2D hoặc mô hình 3D, bao gồm các tính năng cơ bản cần có của một hệ thống xử lý ảnh nhưng được thực hiện hoàn toàn trên nền tảng trực tuyến mà không cần tải về bất kỳ một tệp cài đặt nào, không chiếm dung lượng của thiết bị nhưng vẫn đáp ứng đầy đủ quy trình làm việc từ hiện trường đến phần xử lý.<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dcloud:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud phát triển một hệ thống các công cụ đo lường, ghi chú và chia sẻ dữ liệu, đảm bảo truyền tải đầy đủ mà không ảnh hưởng đến tiến độ làm việc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ tạo lớp phủ để so sánh thiết kế ban đầu với thực trạng của dự án trên nền tảng trực tuyến mà không thông qua bên thứ 3</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp công cụ so sánh hiện trạng địa hình, tình trạng, tiến độ dự án ở các thời điểm khác nhau, giúp người dùng nắm bắt chi tiết tiến độ tại mọi thời điểm, mọi vị trí.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud có khả năng cho ra kết quả làm việc với độ chính xác ở cấp khảo sát dựa trên các thuật toán xử lý được phát triển bởi PIX4D.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng phân tích dữ liệu đơn giản, tối ưu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng được cài đặt các thuật toán để lưu trữ dữ liệu làm việc mọi lúc, thường xuyên cập nhật và ghi lại các thay đổi đối với dự án, nhằm giải quyết các vấn đề phát sinh trong quá trình làm việc một cách hiệu quả.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dcloud được ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý, tính toán khối lượng vật liệu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi tiến độ thi công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng đối tượng độ cao, địa hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. PIX4Dfields – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dfields có khả năng xử lý ảnh để thành lập bản đồ nông nghiệp từ ảnh chụp bằng các thiết bị bay không người lái. Ưu điểm của phần mềm này là có thể sử dụng hình ảnh ở nhiều định dạng (.tiff, .jpeg) hoặc nhiều kiểu dữ liệu khác nhau như lớp dữ liệu thực vật hoặc lớp dữ liệu ranh giới thực địa, v.v. (định dạng GeoJSON, Shapefile, v.v.).<br /> PIX4Dfields nâng cấp quy trình làm việc trong lĩnh vực nông nghiệp bằng tốc độ xử lý cao và các tính năng phân tích hoàn chỉnh mà chưa một phần mềm nào trước đây đáp ứng được.<br /> <br /> <strong>– Tính năng của PIX4Dfields:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập kế hoạch bay chụp: Thiết lập kế hoạch bay chụp theo từng mục đích làm việc, thu thập dữ liệu hiện trường một cách tối ưu nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với ảnh đa phổ và ảnh RGB: PIX4Dfields nhận dữ liệu ảnh RGB tiêu chuẩn hoặc ảnh đa phổ từ bất kỳ nguồn ảnh chụp nào, bao gồm Parrot Sequoia và MicaSense RedEdge.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/09-pix4dfields-co-kha-nang-tuong-thich-voi-anh-da-pho-va-anh-rgb.jpg" style="text-align: center; width: 650px; height: 350px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ xử lý nhanh chóng: Xử lý hình ảnh bằng công cụ xử lý tức thì của PIX4Dfields cho ra kết quả chỉ trong vài phút.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan: Chuyển đổi hình ảnh bay chụp từ UAV thành bản đồ chi tiết, chính xác và có thể ứng dụng được cho nhiều mục đích khác nhau.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động hiệu quả: Tối ưu hóa quy trình làm việc bằng các công cụ được thiết kế dành riêng cho nông nghiệp của PIX4Dfields, như tính toán chỉ số hay các công cụ so sánh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp FMP: Thực hiện liền mạch công việc từ kết quả của PIX4Dfields trong nền tảng quản lý canh tác Farming Management Platform.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm xử lý bản đồ dành cho các ngành chuyên nghiệp, cụ thể là nông nghiệp, được ứng dụng cho nhiều mục tiêu như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi và đánh giá cây trồng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý tưới tiêu và xói mòn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ quy trình bảo vệ và sản xuất cây trồng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ phân bổ sử dụng cho các mục đích chuyên biệt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. PIX4Dreact – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dreact được sử dụng để đáp ứng các nhu cầu thành lập tài liệu hiện trường một cách nhanh chóng và chính xác, cung cấp các khả năng tái lập cũng như cộng tác tại nhiều thời điểm mà vẫn đảm bảo được độ chính xác tối đa.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dreact</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ sử dụng, tương tác: giao diện sử dụng của PIX4Dreact được thiết kế và đóng góp bởi các chuyên gia trong lĩnh vực, liên kết với một quy trình làm việc liền mạch, đầy đủ và trơn tru. Đồng thời, hệ thống của PIX4Dreact cũng đáp ứng được nhu cầu làm việc ngay tại hiện trường với các dòng máy tính tầm trung, không yêu cầu kết nối mạng hoặc nền tảng đám mây để xử lý, chú trọng tăng cường GPU trong thuật toán xử lý để cải thiện tốc độ làm việc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ công cụ hỗ trợ công việc hiệu quả, đầy đủ, nhất quán.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng lập bản đồ 2D nhanh chóng nhưng vẫn đảm bảo độ chính xác cao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/14-pix4dreact-giup-lap-ban-do-2d-nhanh-chong.jpg" style="width: 650px; height: 488px;" /></em></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu làm việc phục vụ cho nhiều mục đích: bản đồ ảnh trực giao 2D, lớp dữ liệu đã được đánh dấu và đo đạc, ảnh chụp màn hình và bản đồ bao quát khu vực, xuất báo cáo PDF.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dreact được phát triển trong nhóm phần mềm xử lý lập bản đồ hiện trường 2D cho các lĩnh vực chuyên biệt, cụ thể là các công tác phản ứng khẩn cấp, PIX4Dreact được sử dụng để quan sát hiện trường tai nạn hoặc các tình huống đặc biệt như: Động đất, lũ lụt, cháy nổ, tìm kiếm cứu nạn, tác chiến, di dời, v.v.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. PIX4Dcatch – Phần mềm PIX4D dùng trong quét 3D</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcatch là một ứng dụng dành cho thiết bị di động, dùng để quét 3D đối tượng, được sử dụng trên cả các thiết bị với hệ điều hành Android và iOS. Ứng dụng PIX4Dcatch cho phép người dùng dễ dàng có được dữ liệu đối tượng phù hợp để số hóa thực tế xung quanh và biến nó thành các mô hình 3D chính xác.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dcatch</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng hoạt động linh hoạt với nhiều tính năng thu thập dữ liệu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tạo ra sản phẩm 3D chất lượng cao nhờ công nghệ quan trắc ảnh tiên tiến.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chụp và số hóa bất kỳ đối tượng vật lý nào ở chế độ 3D: chỉ cần thiết bị được cài đặt ứng dụng và di chuyển xung quanh khu cực cần thu thập dữ liệu là có thể chụp và số hóa.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quét, xuất và chỉnh sửa đối tượng, mục tiêu và dễ dàng chia sẻ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với thiết bị di động để nâng cao khả năng quét 3D với công nghệ RTK và phép quan trắc ảnh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ trên thiết bị di động ở cả hệ điều hành iOS hoặc Android: PIX4Dcatch có sẵn trên iOS (phiên bản 13.4.1) và Android (phiên bản 9), tối ưu hóa cho Apple Ipad Pro và iPhone 12 được trang bị máy quét LiDAR, cung cấp phản hồi trực tiếp và quá tình quét hoàn thành.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– Ứng dụng:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công (lập bản đồ hiện trạng khi thi công, tính toán khối lượng bùn đất…).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ hiện trạng thi công công trình ngầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">An toàn công cộng.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/15-pix4dcatch-co-kha-nang-chup-va-so-hoa-ky-doi-tuong-vat-ly-nao-o-che-do-3d.jpg" style="width: 650px; height: 366px;" /></span></span><br /> <br /> </p> ', 'images' => '20230505142224c6b674f5588228036011778df458d756.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pix4D', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '717', 'name' => 'Leica DISTO Apps', 'code' => null, 'alias' => 'leica-disto-apps', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO Plan hỗ trợ thực hiện nhiệm vụ quan trọng là lập tài liệu và trực quan hóa các phép đo. Bằng cách này, các bước tiếp theo của một dự án được lên kế hoạch dễ dàng.</span></span>', 'content' => '<p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="disto plan app" src="https://shop.leica-geosystems.com/sites/default/files/2019-04/plan-app.jpg" style="height: 311px; width: 280px;" /></span></span></p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(39, 39, 39); letter-spacing: 0.72px; background-color: rgb(239, 239, 239);">Leica DISTO Apps & Software</span></span></span></p> <br /> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO™ Plan mới hỗ trợ việc lập tài liệu và hiển thị các phép đo.</span></span></div> <div> </div> <div> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Phác thảo sơ đồ trên điện thoại thông minh hoặc máy tính bảng và các phép đo tương ứng được gán dễ dàng cho từng bước. Sau đó, ứng dụng sẽ tự động tạo sơ đồ được chia tỷ lệ. Ngoài ra, chức năng Phòng thông minh cải tiến kết hợp với cảm biến mới được tích hợp trong Leica DISTO™ X3 và X4 cho phép tạo sơ đồ chính xác chỉ bằng cách thực hiện các phép đo theo chiều kim đồng hồ hoặc ngược chiều kim đồng hồ của căn phòng.</span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi kết hợp với bộ điều hợp DST 360 hoặc DISTO™ S910, ứng dụng cung cấp chức năng đo 3D, cho phép ghi lại các phép đo ở dạng 2D hoặc 3D.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tất cả các phép đo và sơ đồ tầng có thể được xuất dưới dạng bản vẽ CAD hoặc ở định dạng PDF. Ứng dụng mới hỗ trợ tất cả các thiết bị Leica DISTO™ có chức năng Bluetooth®.</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">* Các thiết bị Leica DISTO™ sau được hỗ trợ:</span></span></strong></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X3</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X4</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D2</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D1</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D110</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7100i</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D510</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7500i</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảm ứng Leica DISTO™ D810</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ S910</span></span><br /> <br /> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** Điều khoản và điều kiện mua hàng trong ứng dụng</span></span></strong></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký và tự động gia hạn hàng tháng hoặc hàng năm ( tùy chọn).</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Việc thanh toán sẽ được tính vào Tài khoản iTunes.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký sẽ tự động gia hạn ( trừ khi bạn tắt tính năng tự động gia hạn trong Cài đặt sau 24 giờ dùng thử)</span></span></div> <div style="text-align: center;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica Disto 2.jpg" style="width: 800px; height: 334px;" /></span></span><br /> </div> <div> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">>>></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Lưu ý</strong></u><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">: Ứng dụng được tải miễn phí trên </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Apple Store</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> hoặc </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Google Store</strong></div> </div> ', 'images' => '202304041635398958b49737689c272e7034cc8d5dfb61.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy đo khoảng cách laser Leica ', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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' $title_for_layout = 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế' $cat = array( 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ) $setting = array( 'id' => '1', 'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt', 'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)', 'address_eng' => '', 'address' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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t,n;s._subiz_init_2094850928430||r[k]&&(t=u.createElement(b),n=u.getElementsByTagName(b)[0],t.async=1,t.src="https://"+r[k]+"/sbz/app.js?accid="+z,n.parentNode.insertBefore(t,n),setTimeout(y,2e3,k+1))})(0))}(window,document,"script","subiz","acqxaefflwedscstabut")</script>', 'theh1' => 'thanhdatsurvey.JSC', 'hanoi' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tphcm' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tt' => '', 'pp' => 'https://www.facebook.com/ruaxetudong.net', 'tphcm_eng' => '', 'hanoi_eng' => '', 'hotline_eng' => '', 'name_eng' => '', 'chinhsach' => null, 'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'gt' => '<p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ) $keywords_for_layout = 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ' $tin_ft = array( (int) 0 => array( 'Post' => array( 'id' => '588', 'name' => 'Hướng dẫn mua hàng', 'code' => null, 'alias' => 'huong-dan-mua-hang', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p> <span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br /> </p> <p> <span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br /> <br /> – Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br /> <br /> <strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br /> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> </div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mong được hợp tác với Quý khách hàng trên cả nước.<br /> <br /> Trân trọng!</span></span></span></div> ', 'images' => '202104071220058398ebc1b9cf669cf602eb8040be387a.jpg', 'images_multi' => '', 'pos' => '1', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Máy trắc địa chính hãng | RTK GNSS, máy toàn đạc, máy thủy bình – Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy RTK GNSS, máy toàn đạc, máy thủy bình, GPS cầm tay chính hãng. Tư vấn kỹ thuật – giao hàng toàn quốc. 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Thanh toán trực tiếp tại cửa hàng<br /> <br /> II. Thanh toán qua hình thức chuyển khoản</span></strong><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br /> <br /> <strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br /> <br /> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);"> <span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br /> <br /> Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p> ', 'images' => '20210407122232bf3e6d52a68ca60f97fc6048b14e4acc.jpg', 'images_multi' => '', 'pos' => '2', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3511', 'slug' => 'chinh-sach-thanh-toan', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '139', 'rght' => '140', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '587', 'name' => 'Chính sách vận chuyển', 'code' => null, 'alias' => 'chinh-sach-van-chuyen', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br /> <br /> Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br /> </div> <div> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br /> <br /> <strong>> Thời gian giao hàng </strong><br /> <br /> - Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br /> <br /> - Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br /> <br /> Trân trọng!</span></span></span></p> </div> ', 'images' => '20210407122135505ddef64809ce7ee5f9db7cfdfd3e2e.jpg', 'images_multi' => '', 'pos' => '3', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3546', 'slug' => 'chinh-sach-van-chuyen', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '141', 'rght' => '142', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '585', 'name' => 'Chính sách đổi trả', 'code' => null, 'alias' => 'chinh-sach-doi-tra', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br /> <br /> Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br /> <ul> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li> </ul> <br /> <div style="text-align: start;"> <span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div> <ul> <li> <span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br /> <br /> <span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>', 'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg', 'images_multi' => '', 'pos' => '4', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3547', 'slug' => 'chinh-sach-doi-tra', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '137', 'rght' => '138', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '583', 'name' => 'Chính sách bảo hành', 'code' => null, 'alias' => 'chinh-sach-bao-hanh', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div> <div> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li> </ul> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div> ', 'images' => '20210407123801c4049edabae0c54e2347c82e21413ec3.jpg', 'images_multi' => '', 'pos' => '5', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3279', 'slug' => 'chinh-sach-bao-hanh', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '133', 'rght' => '134', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '584', 'name' => 'Chính sách bảo mật thông tin', 'code' => null, 'alias' => 'chinh-sach-bao-mat-thong-tin', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span> <ul style="margin: 0px; padding: 0px 0px 0px 15px;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li> </ul> </li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p> <div style="margin: 0px; padding: 0px; line-height: 20px;"> <div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2> <br /> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br /> </div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2> <div style="text-align: justify;"> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br /> </div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div> </div> </div> <p style="text-align: justify;"> <br /> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br /> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2> <p style="text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p> </div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br /> <br /> Trân trọng!</span></span></div> ', 'images' => '202104071236589b665b2accf17da9077cea4c5dad8e94.jpg', 'images_multi' => '', 'pos' => '6', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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array( 'Advertisement' => array( 'id' => '49', 'name' => null, 'link' => '', 'images' => '2021012009122728dc0ef2b70634d0a45511fff4f68db7.jpg', 'display' => '1', 'created' => '2021-01-20', 'modified' => '2021-01-20', 'status' => '1', 'pos' => '0', 'content' => null, 'slug' => null, 'lft' => '51', 'rght' => '52' ) ) $chiasekinhnghiem = array() $list_menu_footer = array() $danhmuc_left_parent_sphot = array( (int) 0 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ) ) $danhmuc_left_parent = array( (int) 0 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ) ) $danhmuc = array( (int) 0 => array( 'Catproduct' => array( 'id' => '1', 'name' => 'Trang chủ', 'slug' => 'trang-chu' ) ), (int) 1 => array( 'Catproduct' => array( 'id' => '3', 'name' => 'Giới thiệu ', 'slug' => 'gioi-thieu' ) ), (int) 2 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ), (int) 3 => array( 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654 999', 'email' => '', 'name1' => '' ) ) ) $content_for_layout = ' <div class="bg-cat-danhmuc"> <div class="cat-title-danhmuc"> <a href="" title=""> <h1>Kiến thức - Ứng dụng</h1> </a> </div> </div> <div class="box-content-detail11"> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/2023071215243291bf87733c85c6054f3187c9027e7ff2.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-07-12</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a 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</div><!--end over-img--> <a href="https://tracdiathanhdat.vn/cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-30</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230613161608bf1441d7309d39dcda6ef0cd7b63dc28.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-13</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230610130103ba655f12a66201f445f6816a87ffe480.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-10</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/202305301610048b836b9276e806fc2f8458b2bc05f8fc.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-30</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/2023052510084176e7dd8aea9bcb2f5c43cb9a723c15c3.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-25</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230508111131dc7a2c77b3d50d2023aaee921bc3a899.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-08</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230505142224c6b674f5588228036011778df458d756.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-05</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/leica-disto-apps.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/202304041635398958b49737689c272e7034cc8d5dfb61.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/leica-disto-apps.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-04-04</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/leica-disto-apps.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> </div> <div class="clear-main"></div> <div class="pagination"> <span><a href="/Product/sanpham/kien-thuc-ung-dung/page:1" rel="first">« First</a></span><span class="prev"><a href="/Product/sanpham/kien-thuc-ung-dung/page:8" rel="prev">« Previous</a></span><span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:1">1</a></span><span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:2">2</a></span>...<span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:6">6</a></span><span 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View 10/191. </div> <div class="clear-main"></div> ' $scripts_for_layout = '' $count = (int) 0 $price = (int) 0 $sl = (int) 0 $cap1 = array( 'Catproduct' => array( 'id' => '1', 'name' => 'Trang chủ', 'slug' => 'trang-chu' ) ) $dm_c2 = array()include - APP/View/Elements/menu.ctp, line 56 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::sanpham() - APP/Controller/ProductController.php, line 285 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161 [main] - APP/webroot/index.php, line 92
Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 55]
Code Context
">
<div class="accordion-group"><div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>>
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'description_for_layout' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc.
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'cat' => array(
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'name' => 'Kiến thức - Ứng dụng',
'parent_id' => null,
'alias' => 'kien-thuc-ung-dung',
'images' => '',
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'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế',
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br />
Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
<p>
<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br />
<br />
</p>
',
'contactinfo_eng' => '',
'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội',
'contactinfo' => '<div dir="rtl" style="text-align: left;">
<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br />
Tel: (024) 3776 4930 <br />
Fax: (024) 3776 5908<br />
Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
Hotline: <strong>0913 051 734</strong><br />
<br />
<strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br />
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br />
</div>
<div style="">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div>
<div style="">
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<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br />
<br />
- 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br />
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'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
'created' => '2012-06-05',
'modified' => '1769758152',
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'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
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'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
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'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
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'theh1' => 'thanhdatsurvey.JSC',
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<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
',
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<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
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<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br />
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</p>
<div style="text-align: justify;">
<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div>
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<div class="bg-cat-danhmuc">
<div class="cat-title-danhmuc">
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'name' => 'Máy toàn đạc điện tử Leica - Hỏi và Đáp',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Leica Geosystems <span style="text-align: justify;">cung cấp nhiều dòng </span><span style="box-sizing: border-box; text-align: justify;">máy toàn đạc điện tử</span><span style="text-align: justify;"> phù hợp với các yêu cầu khác nhau của người dùng. Cùng tìm hiểu!</span></span></span></span>',
'content' => '<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Một số câu hỏi thường gặp về máy toàn đạc điện tử Leica</strong></span></span><br />
</h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy toàn đạc Leica có thể được sử dụng cho việc đo đạc trong môi trường nước không?</strong><br />
<br />
Máy toàn đạc Leica không thích hợp cho việc đo đạc trong môi trường trong nước vì nước có thể ảnh hưởng đến hiệu suất và độ bền của máy. Trong trường hợp cần đo đạc trong môi trường nước, hãy xem xét sử dụng các thiết bị chống nước hoặc các phương pháp đo đạc khác.<br />
<br />
<strong>2. Làm thế nào để kiểm tra độ chính xác của máy toàn đạc Leica?</strong><br />
<br />
Để kiểm tra độ chính xác của máy toàn đạc Leica, bạn có thể thực hiện việc đo đạc lại các điểm đã biết trước đó và so sánh kết quả. Ngoài ra, kiểm tra và calibrate máy toàn đạc định kỳ là cách tốt nhất để đảm bảo độ chính xác của máy.<br />
<br />
<strong>3. Máy toàn đạc Leica có thể đo đạc trong thời tiết khắc nghiệt mưa gió, bão lớn không?</strong><br />
<br />
Máy Leica được thiết kế để hoạt động trong các điều kiện thời tiết bình thường. Tuy nhiên, trong các điều kiện thời tiết khắc nghiệt như mưa, tuyết, hoặc gió mạnh, việc đo đạc có thể gặp khó khăn và dễ bị ảnh hưởng.<br />
Trắc địa Thành Đạt khuyến nghị tránh sử dụng máy trong những điều kiện này để đảm bảo an toàn và độ chính xác của kết quả đo đạc.<br />
<br />
<strong>4. Cần bao lâu để sử dụng thành thạo máy toàn đạc Leica?</strong><br />
<br />
Thời gian học và trở thành người sử dụng thành thạo máy Leica phụ thuộc vào trình độ và kinh nghiệm của mỗi người. Thông thường việc học cách sử dụng máy Leica có thể mất từ vài tuần để làm quen với các tính năng và kỹ thuật sử dụng cho thành thạo.<br />
<br />
<strong>5. Máy toàn đạc Leica có tích hợp GPS không?</strong><br />
<br />
Có. Nhiều mẫu máy toàn đạc Leica hiện nay được trang bị tính năng tích hợp GPS, cho phép đo đạc tọa độ địa lý và định vị với độ chính xác cao.</span></span><br />
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">II. Một số dòng máy toàn đạc điện tử Leica hiện có</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems tạo ra các giải pháp hoàn chỉnh cho các chuyên gia trên khắp thế giới.</span></span> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, Leica cung cấp nhiều dòng máy toàn đạc điện tử phù hợp với các yêu cầu khác nhau của người dùng. Cụ thể: </span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica FlexLine</strong>: Loạt máy toàn đạc linh hoạt, dễ sử dụng, chuyên nghiệp, và có khả năng kết nối GPS.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-FlexLine-Series-Content-Teaser-Image-1680x885(1).jpg" style="width: 800px; height: 380px;" /></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Viva</strong>: Dòng máy toàn đạc tích hợp với công nghệ thuộc GPS/GNSS, cho phép đo đạc và định vị tốt trên một loạt ứng dụng.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Viva_CS15_CS10_field_controller_2480x750.jpg" style="width: 800px; height: 242px;" /></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Nova</strong>: Thiết bị đo đạc đa năng với tích hợp GPS, công nghệ xác định tọa độ cao cấp và khả năng làm việc trong môi trường khắc nghiệt nhất.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/estacion-total-auscultacion-leica-nova-tm60-permanente.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica iCON</strong>: Dòng máy toàn đạc dành riêng cho ngành xây dựng, với tính năng linh hoạt và công nghệ tiên tiến.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/leica-icon-gps-60.jpg" style="width: 800px; height: 568px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;">
<span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">III. Đơn vị cung cấp máy toàn đạc điện tử Leica UY TÍN</span></span></h2>
<br />
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy toàn đạc điện tử của hãng Leica Geosystems, Thụy Sĩ. UY TÍN - CHẤT LƯỢNG!</span></span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: <strong>0913051734 (call/imesage/zalo)</strong><br style="margin: 0px; padding: 0px;" />
Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span><br />
</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: center;">
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><img alt="" src="/admin/webroot/upload/image/images/Máy toàn đạc diện tử (665 × 295 px) (2).png" style="width: 665px; height: 295px;" /></span></span></p>
<p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;">
</p>
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'shortdes' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">Máy thủy bình</span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-align: justify;"> </span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">điện tử</span><span style="text-align: justify; background-color: rgb(239, 240, 243);"> dễ sử dụng nhiều tính năng, hiệu quả nhanh, tiết kiệm thời gian và chi phí thực hiện. có độ chính xác cao, thuận tiện sử dụng, được sử dụng nhiều cho các dự án công trình xây dựng hiện nay.</span></span></span></span>',
'content' => '<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy không lên nguồn</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử thường hoạt động kèm với pin, do đó sẽ có một số trường hợp người dùng lắp pin vào nhưng khi bật nguồn máy lại không lên.<br />
<br />
Nguyên nhân:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin hết năng lượng hoặc pin hư, không còn khả năng cung cấp năng lượng cho thiết bị.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiếp xúc giữa pin và máy chưa tốt, chưa đủ cọ xát để năng lượng từ pin truyền qua thiết bị.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board nguồn của máy thủy bình bị hư, không thể nhận tín hiệu năng lượng từ pin.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra dung lượng pin và sạc pin nếu cần thiết. Mỗi bộ thiết bị thủy bình điện tử chính hãng khi được bán ra đều kèm pin và bộ sạc, bạn có thể dùng bộ sạc để kiểm tra xem mức pin còn bao nhiêu, nếu pin hết năng lượng hãy sạc đầy và lắp lại pin vào máy thủy bình, bật nguồn và kiểm tra lại.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra bộ phận tiếp xúc giữa pin và máy có được đảm bảo hay không, tiến hành tháo lắp pin 2 – 3 lần và bật nguồn để kiểm tra.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, sửa chữa hoặc thay thế Board nguồn. Khi đã thử hai cách trên nhưng máy thủy bình điện tử vẫn không lên nguồn, bạn hãy tìm đến một đơn vị sửa chữa máy thủy bình uy tín để các chuyên viên kỹ thuật kiểm tra Board nguồn, sửa chữa hoặc thay thế nếu cần thiết.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Máy bị hỏng màn hình</strong><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với máy thủy bình tự động, máy thủy bình điện tử hoạt động kèm với 1 màn hình để hiển thị dữ liệu. Máy bị hỏng màn hình dẫn đến việc thao tác bị gián đoạn.<br />
<br />
Nguyên nhân:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm màn hình bị hư, đứt nét.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị đen LCD làm ảnh hưởng đến hiển thị của màn hình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board màn hình bị hư.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục: Bạn không nên tự ý tháo màn hình vì rất dễ làm hư hỏng linh kiện của thiết bị mà nên liên hệ với đơn vị uy tín để được tư vấn thay thế màn hình mới.</span></span><br />
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (Quảng cáo trên Facebook) (5).png" style="width: 680px; height: 356px;" /></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Máy bị lệch bọt thủy</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bọt thủy là bộ phận giúp cân bằng máy thủy bình điện tử. Khi bọt thủy nằm trong vòng tròn hiệu chuẩn ở mọi góc xoay có nghĩa là máy đã ở trạng thái cân bằng tối ưu, có thể sử dụng để đo đạc, thu thập dữ liệu. Bọt thủy của máy thủy bình điện tử bị lệch là trường hợp khi đã cân bọt thủy ở góc máy này, nhưng khi xoay sang góc máy khác thì bọt thủy lại bị lệch khỏi tâm.<br />
<br />
Nguyên nhân:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm suy giảm các chức năng của máy, dẫn đến bọt thủy không còn khả năng cân bằng chính xác.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình vận chuyển làm máy bị va đập, rơi rớt, làm ảnh hưởng tới các linh kiện trong máy, dẫn đến sai lệch.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và hiệu chuẩn lại bọt thủy của máy thủy bình điện tử. </span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Máy bị sai cao độ góc i</strong><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai cao độ góc i ở máy thủy bình điện tử nguyên nhân cũng tương tự như khi máy bị lệch bọt thủy.<br />
<br />
Nguyên nhân:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy đã sử dụng lâu ngày, trong quá trình sử dụng và vận chuyển dẫn đến máy bị sai lệch.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy bị va đập, rơi rớt làm ảnh hưởng đến chức năng đo cao độ góc i của máy.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân chỉnh, hiệu chuẩn lại chức năng đo cao độ góc i của máy.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li>
</ul>
<h2 style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Giới-Thiệu-Máy-Thủy-Bình-Diện-Tử-Leica-Sprinter-250M-01.png" style="width: 620px; height: 334px;" /></h2>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Máy không nhìn rõ mục tiêu</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử có hai bộ phận chính: Bộ phận ngắm và bộ phận cân bằng máy. Khi máy không nhìn rõ mục tiêu, nguyên nhân chủ yếu đến từ bộ phận ngắm (ống kính, thị kính, vật kính và ốc điều quang).<br />
<br />
Nguyên nhân:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thị kính của máy thủy bình bị dơ, mờ, bị trầy dẫn đến việc nhìn không rõ, hoặc bị vệt trên tầm nhìn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống tiêu cự của máy bị lỗi, máy không thể điều quang dẫn đến nhìn mục tiêu không rõ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vệ sinh lại thị kính, vật kính và hệ thống ống ngắm cẩn thận, đảm bảo bộ phận ngắm sạch sẽ, sau đó kiểm tra lại tầm nhìn của máy. Nếu thị kính hoặc vật kính bị vỡ cần tiến hành thay thế mới.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra lại hệ thống tiêu cự của máy thủy bình điện tử, nếu bị lỗi cần tiến hành sửa chữa.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Máy không nhận mia</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm khác biệt lớn nhất giữa máy thủy bình tự động và máy thủy bình điện tử là chức năng thu thập dữ liệu. Nếu với máy thủy bình tự động, người dùng phải tự ngắm mia và ghi lại dữ liệu thì máy thủy bình điện tử có thể tự thực hiện chức năng này. Khi máy thủy bình nhận hình ảnh từ mia, máy sẽ tự ghi lại số và lưu lại trong máy, giảm thời gian và khả năng sai sót do ghi số thủ công. Tuy nhiên, trong quá trình sử dụng, có một số trường hợp máy thủy bình điện tử không nhận mia, khiến việc đo đạc gặp khó khăn.<br />
<br />
Nguyên nhân:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đo có ánh sáng quá cao, hệ thống ống ngắm không thể nhìn rõ các vạch trên mia.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mã vạch trên mia bị mờ do quá trình sử dụng lâu ngày hoặc do sử dụng các loại mia không chính hãng, chất lượng sản phẩm không đảm bảo.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ đo cạnh của máy thủy bình điện tử bị lỗi, dẫn đến máy không thể nhận tín hiệu từ mia.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm giảm độ sáng tại vị trí đo, đảm bảo ánh sáng vừa đủ, không bị lóe sáng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra mã vạch trên mia, nếu vạch bị mờ cần tiến hành thay thế mia mới.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và sửa chữa lại bộ đo cạnh của máy thủy bình điện tử.</span></span></li>
</ul>
<h2 style="text-align: center;">
<span style="display: none;"> </span><span style="display: none;"> </span><img alt="" src="/admin/webroot/upload/image/images/White Minimalist Phone Sale Facebook Ad (26).png" style="width: 680px; height: 356px;" /><span style="display: none;"> </span><span style="display: none;"> </span></h2>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Máy bị hỏng bộ vi động, ốc cân bằng máy cong, đế máy bị vỡ</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử bị hỏng bộ vi động, ốc máy cân bằng bị cong hay đế máy bị vỡ nguyên nhân thường do tác động của ngoại lực từ bên ngoài như: Máy bị rơi rớt, va đập trong quá trình sử dụng, vận chuyển…<br />
<br />
>>> Cách khắc phục: Thay thế các linh kiện mới cho máy. </span></span><br />
<br />
<h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">8. Địa chỉ cung cấp, sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2>
<h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
<span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;"> </span></span></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p>
<br />
<ul>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cung cấp dịch vụ với giá cả phải chăng.</span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Giải quyết triệt để lỗi cho khách hàng.</span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Đưa ra giải pháp cho khách hàng để đảm bảo tiến độ công việc.</span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Hỗ trợ kỹ thuật 24/7 cho khách hàng.</span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cam kết thay thế hàng chính hãng, đúng báo giá.</span></span></span></li>
</ul>
<br style="margin: 0px; padding: 0px;" />
<div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">Máy thủy bình giá tốt nhất thị trường!</span></a></span></strong></span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" />
<span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span><br />
<br />
<br />
<span style="display: none;"> </span><span style="display: none;"> </span><span style="display: none;"> </span></p>
<p style="text-align: center;">
</p>
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'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span>',
'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">A. Ưu điểm của việc thuê máy toàn đạc</span></span></span><br />
</h2>
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span></span><br />
</p>
<ul>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiết kiệm chi phí</strong>: Thay vì phải đầu tư một khoản lớn để sở hữu thiết bị bạn chỉ phải trả một khoản phí thuê hợp lý. Điều này giúp giảm bớt áp lực tài chính và tối ưu hóa nguồn lực cho các công trình xây dựng khác.</span></span></span></li>
</ul>
<br />
<ul>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Được trang bị các thiết bị hiện đại</strong>: Công nghệ liên tục thay đổi phát triển và máy toàn đạc điện tử ngày càng được cải tiến mới với nhiều tính năng thông minh. Khi thuê máy toàn đạc, bạn sẽ được trang bị những thiết bị công nghệ mới nhất và hàng chất lượng cao. Điều này giúp tăng khả năng làm việc hiệu quả và chính xác hơn.</span></span></span></li>
</ul>
<br />
<ul>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ kỹ thuật chuyên nghiệp:</strong> Thông qua việc thuê máy toàn đạc từ ở công ty trắc địa cung cấp uy tín, bạn sẽ được hỗ trợ kỹ thuật từ những chuyên gia kỹ sư trắc địa có kinh nghiệm trong lĩnh vực này. Họ có thể cung cấp hướng dẫn sử dụng, tư vấn về các tính năng của máy và giải đáp những câu hỏi liên quan. Điều này giúp đảm bảo rằng bạn sử dụng máy toàn đạc một cách hiệu quả và đạt được mục tiêu đo đạc của bạn.</span></span></span></li>
</ul>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/262902911_4599318893479992_869197789067446392_n.jpg" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 620px; height: 496px;" /></p>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B. Ứng dụng của máy toàn đạc</span></span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng và kiến trúc</span></span></li>
</ul>
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với khả năng đo đạc chính xác và nhanh chóng, máy toàn đạc giúp xác định vị trí và kích thước của các công trình xây dựng. Nó cung cấp thông tin quan trọng để thiết kế và triển khai các bản vẽ kỹ thuật.</span></span><br />
</p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chất và môi trường</span></span></li>
</ul>
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực địa chất và môi trường, máy toàn đạc được sử dụng để thăm dò và điều tra các đặc điểm địa hình, đo lường khoảng cách và góc độ. Máy toàn đạc cho phép các nhà khoa học và kỹ sư thu thập dữ liệu chính xác để nghiên cứu địa chất và môi trường, đo đạc sự biến đổi đất đai, xác định vị trí các tầng đất, hay theo dõi môi trường tự nhiên.</span></span><br />
</p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đường hầm và cầu đường</span></span></li>
</ul>
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các dự án đường hầm và cầu đường quan trọng máy toàn đạc có khả năng làm việc trong môi trường khó khăn như dưới lòng đất hay trên mặt nước. Chúng được sử dụng để đo lường và kiểm tra độ chính xác của các công trình này, bao gồm việc xác định độ cao, kích thước và hình dạng.</span></span><br />
</p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khai thác mỏ và dự án năng lượng</span></span></li>
</ul>
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong ngành khai thác mỏ và dự án năng lượng, máy toàn đạc cung cấp những giải pháp đo đạc hiệu quả. Máy có thể được sử dụng để xác định vị trí và hướng di chuyển của các đường ống, cáp điện, hay các thiết bị liên quan đến khai thác tài nguyên. Nó cũng giúp trong việc đo lường diện tích và thể tích của các khu vực khai thác.</span></span><br />
</p>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C. Lợi ích khi thuê máy toàn đạc tại Trắc địa Thành Đạt</span></span></span></h2>
<br />
<ul>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Chi phí thuê máy đo đạc hợp lý, phù hợp với mọi đối tượng khách hàng.</span></span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Sản phẩm cho thuê là chính hãng. Các thiết bị được hiệu chuẩn và kiểm nghiệm trước khi cho thuê.</span></span></span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Tiết kiệm thời gian và chi phí bảo quản thiết bị (do được Trắc địa Thành Đạt hỗ trợ và đồng hành).</span></span></span></span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Được hướng dẫn sử dụng thiết bị miễn phí và được hỗ trợ kỹ thuật trong suốt quá trình đo đạc.</span></span></span></span></span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Có nhiều lựa chọn về model máy, số lượng, hãng sản xuất phù hợp nhằm đáp ứng yêu cầu từng công việc và quy mô dự án khác nhau.</span></span></span></span></span></span></span></li>
</ul>
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Banner cho thuê(1).png" style="width: 620px; height: 480px;" /></p>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình di chuyển, vận hành sử dụng máy thuỷ bình không thể tránh khỏi những va chạm gây ảnh hưởng tới độ chính xác của máy. Khi đó kết quả công việc sẽ không còn đảm bảo độ chính xác, bạn cần phải kiểm tra hiệu chỉnh lại thiết bị của mình. Một trong những sai số chính gây sai lệch kết quả trên máy thuỷ bình chính là sai số góc i. </span></span>',
'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Sai số góc i là gì</span></span></span></h2>
<br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sai số góc i</span> là độ lệch của các tia ngắm nằm ngang ở trên máy thủy bình so với mặt nước biển phẳng lặng. Khi máy thuỷ bình tồn tại sai số góc i sẽ dẫn đến các kết quả đo cao độ không còn chính xác. Khi khoảng các đọc từ máy thủy bình đến mia càng xa thì kết quả sẽ chịu ảnh hưởng của sai số góc i càng lớn.</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính vì sự ảnh hưởng rất lớn của sai số góc i tới kết quả đo nên <span style="box-sizing: border-box;">trước khi bắt đầu triển khai dự án cần có công tác kiểm tra sai số góc i</span> để đảm bảo độ chính xác của kết quả đo.</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu trong quá trình kiểm tra thấy sai số lớn, vượt quá giới hạn cho phép trong tiêu chuẩn. Lúc này thiết bị của bạn cần được mang đến các trung tâm <span style="box-sizing: border-box; touch-action: manipulation;">kiểm định hiệu chỉnh lại máy thủy bình</span>, nhằm tránh ảnh hưởng của các nguồn sai số đến kết quả đo.</span></span></span></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm nghiệm sai số góc i máy thủy bình là kiểm tra độ lệch của tia ngắm nằm ngang, kiểm tra để có phương án hiệu chuẩn, hạn chế sai sót trong phép đo cao độ. Cách kiểm tra sai số góc i ngoài thực địa là dùng phương pháp đo khép trạm giữa hai mốc cố định A và B.</span></span></span><br />
<br />
<p style="text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/may-thuy-binh-dung-de-lam-gi.jpg" style="width: 547px; height: 500px;" /></span></span></span></p>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách kiểm tra sai số góc i</span></span></span></h2>
<br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 1:</strong> Dùng 2 thước vạch đặt tại 2 điểm A và B cách nhau một khoảng Δ = 60 m. Máy sẽ được đặt tại vị trí Δ/2 giữa 2 điểm A và B như hình sau:</span></span><br />
</p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify; box-sizing: border-box;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm).png" style="width: 800px; height: 258px;" /></span></span></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 2:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Sau khi máy được đặt đúng vị trí như hình, tiến hành đọc số trên thước A (hA).</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" />
<strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 3:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Quay máy 180° và đọc số trên thước B (hB). Kết quả sẽ thu được hiệu giữa 2 số đọc là: Δh1 = hA – hB.</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" />
<strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 4:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Di chuyển máy và đặt máy tại vị trí cách 1 khoảng là Δ1 so với vị trí thước đặt tại điểm A. Xem minh họa như trên hình sau:</span></span></span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" />
<br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm) (2)(1).png" style="width: 800px; height: 258px;" /></span></span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><strong style="text-align: justify;">Lưu ý:</strong><span style="text-align: justify;"> Δ1 không bé hơn khoảng cách tối thiểu mà máy thủy bình cần kiểm tra có thể đo được.</span></em><br style="text-align: justify;" />
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<strong style="text-align: justify;">Bước 5:</strong><span style="text-align: justify;"> Khi đã đặt máy chính xác, ta sẽ đọc số đọc số trên thước A (hA’).</span><br style="text-align: justify;" />
<strong style="text-align: justify;">Bước 6:</strong><span style="text-align: justify;"> Tiếp tục quay máy 180° đọc số trên thước B (hB’). Cuối cùng xác định được hiệu giữa 2 số đọc là: Δh2 = hA’ – hB’.</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 7:</strong> Xác định sai số góc i của máy thủy bình</span></span></p>
<ul style="box-sizing: border-box; list-style-position: initial; list-style-image: initial; margin-top: 0px; padding: 0px; margin-bottom: 1.3em; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 1: Nếu (Δh1-Δh2) ≤ 3mm góc i của máy đạt tiêu chuẩn có thể tiếp tục các thao tác đo đạc với máy thủy bình</span></span></span></li>
<li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 2: Nếu (Δh1-Δh2) >3mm máy thuỷ bình cần được kiểm tra và hiệu chỉnh để loại bỏ sai số này, nhằm tránh ảnh hưởng tới kết quả đo.</span></span></span></li>
</ul>
<h2 id="b-dia-chi-cung-cap-may-toan-dac-cu-uy-tin-tai-ha-noi
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">3. Nguyên nhân và cách khắc phục, xử lý sai số góc i máy thủy bình</strong></span></span></span></span></span></h2>
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<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<em><strong><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Nguyên nhân: </span></span></span></strong></em><br />
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Do đặc thù công tác đo đạc là đo thực tế, môi trường ngoại cảnh, vì vậy khó tránh khỏi được các tác động bên ngoài như:</span></span></span></p>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động vật lý, va chạm với các vật thể khác trong quá trình di chuyển.</span></span></span></li>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trường hợp rơi rớt không mong muốn.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết bị sử dụng thời gian dài không được kiểm định, kiểm tra định kỳ...</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động này chính là nguyên nhân dẫn đến lỗi sai cao độ góc i của máy thủy bình và các lỗi khác như:</span></span></span></p>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình bị lệch bọt thủy, làm cho cao độ của máy bị sai.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc tự cân bằng của máy thủy bình bị lỗi, hoạt động không chính xác, dây chữ thập hồi về không đúng khiến máy bị sai.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mia bị nghiêng dẫn đến kết quả đo bị đọc sai.</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa phần các nguyên nhân trên đều có thể khắc phục và xử lý khi được phát hiện kịp thời.</span></span></span></p>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<strong><em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Cách khắc phục, xử lý lỗi sai cao độ góc i máy thủy bình</span></span></span></em></strong></p>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế các tác động vật lý trong quá trình sử dụng.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cẩn thận trong quá trình di chuyển thực địa, tránh để thiết bị rơi rớt.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến hành kiểm định, hiệu chuẩn lại sai số góc i theo định kỳ.</span></span></span></li>
</ul>
<h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
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<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">4. Địa chỉ sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2>
<h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span></span></span></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p>
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<ul>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp dịch vụ với giá cả phải chăng.</span></span></span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giải quyết triệt để lỗi cho khách hàng.</span></span></span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đưa ra giải pháp cho khách hàng để đảm bảo tiến độ công việc.</span></span></span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Hỗ trợ kỹ thuật 24/7 cho khách hàng.</span></span></span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cam kết thay thế hàng chính hãng, đúng báo giá.</span></span></span></span></span></span></li>
</ul>
<div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><br />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">Máy thủy bình giá tốt nhất thị trường!</span></a></span></strong></span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" />
<span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span></p>
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Banner (6)(1).png" style="width: 800px; height: 419px;" /></p>
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<span style="font-size:14px;"><span style="color:#000000;"><strong>I. Tìm hiểu về hãng Geomate - Singapore và các dòng máy RTK của hãng</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="color:#b22222;"><strong>GEOMATE</strong></span> là thương hiệu đến từ Singapore, được thành lập vào năm 2018. <span style="color:#b22222;"><strong>GeoMate Positioning</strong></span> cung cấp các hệ thống và giải pháp khảo sát trên mặt đất, hàng hải và trên không cao cấp cho khách hàng trên toàn thế giới. Với nhiều kinh nhiệm trong ứng dụng địa lý học, nhóm phát triển các giải pháp khảo sát đáp ứng đầy đủ mong đợi của khách hàng về hoạt động hiệu quả nhất trong lĩnh vực trắc địa. Với việc xây dựng nhà máy tại Singapore Geomate <strong>đảm bảo rằng các sản phẩm của hãng luôn đạt được các tiêu chuẩn chất lượng cao nhất</strong>. Các giao thức và giải pháp của GeoMate cực kỳ đáng tin cậy và là sự lựa chọn hoàn hảo của khách hàng trên toàn thế giới.</span><br />
<br />
<p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;">
<span style="font-size:14px;">Máy định vị GNSS RTK của Geomate được sử dụng trong: khảo sát trắc đạc, nghiên cứu địa lý, khảo sát địa chất, nông nghiệp, hàng không… . Cụ thể: </span></p>
<div style="box-sizing: border-box; margin: 0px; padding: 0px;">
<ul>
<li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;">
<span style="font-size:14px;">Khảo sát thành lập lưới khống chế tọa độ với sai số cực thấp.</span></li>
<li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;">
<span style="font-size:14px;">Đo vị trí chi tiết, phục vụ công tác lập bản đồ, nghiên cứu địa hình, địa chính…</span></li>
<li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;">
<span style="font-size:14px;">Bố trí điểm trên mặt đất cho chuyển điểm, thiết kế thực địa.</span></li>
<li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;">
<span style="font-size:14px;">Tính diện tích, giao hội, bố trí đường cong diện tích.</span></li>
</ul>
<div align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;">
<span style="font-size:14px;">Ba dòng máy của hãng Geomate là SG5, SG7 và SG9 <span style="color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif;">có khả năng cho kết quả đo đạc với độ chính xác cực kỳ cao. Các máy đều được tối ưu, cải tiến để đo đạc ở những khu vực có điều kiện khó khăn. </span></span></div>
</div>
<div style="box-sizing: border-box; margin: 0px; padding: 0px;">
<div style="box-sizing: border-box; margin: 0px; padding: 0px;">
<ul>
<li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;">
<span style="font-size:14px;">Hiệu suất RTK của 3 dòng SG5, SG7, SG9 đều tốt hơn khi tiến hành khảo sát tại các vị trí khó. Những nơi như dưới tán cây, gần tòa nhà cao,… đều có độ chính xác và độ tin cậy vượt trội.</span></li>
<li>
<span style="font-size:14px;">Tích hợp thêm bộ lọc tín hiệu mới. Tính năng này giúp lọc các tín hiệu từ các vệ tinh bất chấp chất lượng tín hiệu kém hay nhiễu sóng ở trong khu vực đông dân cư.</span></li>
</ul>
</div>
<div style="box-sizing: border-box; margin: 0px; padding: 0px;">
<ul>
<li>
<span style="font-size:14px;">Thu nhận và sắp xếp các tín hiệu linh hoạt. Cả 3 thiết bị đều có khả năng tích hợp và kết hợp các tín hiệu từ các hệ thống vệ tinh, trạm CORS hãy các trạm thu tín hiệu mặt đất khác. Khả năng này hoàn toàn tối ưu độ chính xác ngay tại vị trí đo.</span></li>
</ul>
</div>
<div style="box-sizing: border-box; margin: 0px; padding: 0px;">
<ul>
<li>
<span style="font-size:14px;">3 dòng máy RTK Geomate mới này đều có khả năng bắt được nhiều vệ tinh hơn và tín hiệu hơn. Do có hiệu suất RTK và khả năng thu kênh đều từ 600 kênh trở lên.</span></li>
</ul>
</div>
<div style="box-sizing: border-box; margin: 0px; padding: 0px;">
</div>
</div>
<h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;">
<span style="font-size:14px;">II. So sánh 3 dòng máy RTK của hãng Geomate</span></h2>
<p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;">
<br />
<span style="font-size:14px;"><iframe allow="fullscreen" allowfullscreen="allowfullscreen" loading="lazy" src="https://www.canva.com/design/DAFlZbTVW_c/view?embed" style="position: relative; width: 100%; height: 600px; max-height: 80vh; border: none; padding: 0; margin: 0; overflow: hidden;"></iframe></span></p>
<h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III. Đơn vị cung cấp máy RTK UY TÍN</span></span></h2>
<br />
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: Hi - Target, E-survey, eFix, Foif, Geomate,.... tại Việt Nam. </span></span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p>
<p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;">
</p>
<p style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Gray Fashion Shop Online Instagram Story (665 × 295 px) (10).png" style="width: 665px; height: 295px;" /></p>
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'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế',
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2>
<br />
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br />
<br />
Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br />
<br />
Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p>
<p style="text-align: center;">
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br />
</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br />
<br />
1. Xác định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br />
b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br />
(1) Điểm gốc trang bị 1 <br />
(2) Điểm gốc thứ hai.<br />
(3) Đường gốc.<br />
(4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br />
<strong>BP</strong>: Điểm gốc.<br />
<strong>BL</strong>: Đường gốc.<br />
<strong>RP</strong>: Điểm chuẩn.<br />
<strong>RL</strong>: Đường chuẩn.<br />
<strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
<strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
<strong>R</strong>: Thông ѕố quaу.<br />
<br />
Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br />
<strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br />
<strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br />
<strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
<strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
<strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
<strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
<strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br />
<strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br />
<br />
3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br />
<br />
4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br />
</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li>
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<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li>
</ul>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là không thể tránh khỏi. Tuy nhiên, để việc đo đạc đạt hiệu quả, người thực hiện cần hiểu nguyên nhân để áp dụng phương pháp hạn chế phù hợp nhất.</span></span>',
'content' => '<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sai số trong đo đạc là gì?</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là khoảng giá trị chênh lệch giữa những lần đo hoặc giá trị tính được so với giá trị thực tế hay giá trị chính xác của một đại lượng nào đó. Hoặc có thể hiểu đơn giản, sai số trong đo đạc là giá trị chênh lệch giữa giá trị đo với giá trị thực tế theo một xác suất nhất định.<br />
<br />
Trong quá trình đo đạc, việc thực hiện đo nhiều lần cùng một đại lượng sẽ mang lại những giá trị đo giữa các lần đo không giống nhau. Điều đó cho thấy rằng giữa các kết quả đo luôn có sai số, đồng thời giá trị đo được chỉ mang tính tương đối, gần đúng.<br />
<br />
Sai số thực được ký hiệu là ∆i và sai số gần đúng được ký hiệu là Vi. Các sai số này được tính theo công thức:<br />
<br />
<strong>∆i = X – Li<br />
Vi = x – Li</strong><br />
<br />
Với:</span></span><br />
<ul>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X là giá trị thực</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">x là giá trị gần đúng nhất (trị xác suất)</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li là giá trị đo lần thứ i.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bởi vì điều kiện đo giữa các lần đo là khác nhau, thế nên sẽ dẫn đến ∆i và Vi giữa các lần đo cũng khác nhau.<br />
<br />
Sai số trong đo đạc phát sinh từ nhiều nguồn khác nhau, dựa vào các nguồn đó để phân loại sai số và từ đó có cách giảm thiểu tương ứng.</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Anwendung1-Bosch-GIM-60-Digitaler-Neigungsmesser.jpg" style="width: 620px; height: 414px;" /></span></span></p>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Phân loại sai số trong đo đạc</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa vào nguồn gốc gây ra sai số, có 3 loại sai số trong đo đạc:</span></span><br />
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Sai số sai lầm </strong></span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này được phát sinh từ sự thiếu cẩn thận trong quá trình đo, chẳng hạn như đo sai, tính sai hoặc có thể là ghi sai. Khi đo lặp lại ít nhất 1 lần, người đo sẽ có thể phát hiện được sai số này.<br />
Trong quá trình đo đạc, thông thường sẽ gặp một số trường hợp có xuất hiện sai số rất lớn của giá trị tuyệt đối mà lẽ ra sẽ không mắc phải với điều kiện đó, những sai số đó chính là sai số sai lầm.<br />
<br />
<em><strong>Ví dụ:</strong> Một ngôi nhà cho giá trị chiều dài là 50 mét, nhưng khi đo lại cho kết quả là 52 mét, thì 2 mét chính là giá trị sai số sai lầm.</em></span></span><br />
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Sai số hệ thống</strong></span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này phát sinh do dụng cụ đo chưa được hoàn chỉnh, do tật của người đo, hoặc có thể phát sinh do sự thay đổi của điều kiện ngoại cảnh. Sai số hệ thống có giá trị và dấu không đổi và xuất hiện lặp đi, lặp lại giữa các lần đo.<br />
<br />
<em><strong>Ví dụ</strong>: Khi đo một đoạn thẳng bằng thước dài 20 mét, nhưng trên thực tế, chiều dài lúc đó của thước đang là 20.001 mét. Vì vậy, mỗi lần sử dụng thước để đo, kết quả sẽ có độ lớn sai số là 1 milimet, đây được gọi là sai số hệ thống.</em></span></span><br />
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Sai số ngẫu nhiên</strong></span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này sinh ra từ kết quả của sự tác động qua lại giữa nhiều nguồn sai số khác nhau, cũng như do sự biến đổi không ngừng của điều kiện đo đạc. Sai số ngẫu nhiên có dấu và giá trị không thể xác định cụ thể trước, có thể lớn, bé, âm dương,…<br />
<br />
<strong>Sai số ngẫu nhiên có một số tính chất như:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính giới hạn: Khi đo đạc trong một điều kiện xác định, sai số ngẫu nhiên không vượt giới hạn nhất định.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tập trung: Giá trị tuyệt đối của sai số ngẫu nhiên càng nhỏ, số lần xuất hiện của sai số càng nhiều.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính đối xứng: Những sai số ngẫu nhiên có giá trị tuyệt đối bằng nhau, nhưng trái dấu với nhau thì có số lần xuất hiện ngang nhau.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính bù trừ: Trung bình cộng giữa các sai số ngẫu nhiên sẽ dần tiến về giá trị “0” khi số lần đo tăng lên vô hạn.</span></span></li>
</ul>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ví dụ:</strong> Một thước đo có độ chia nhỏ nhất đến đơn vị milimet thì sai số khi đọc thước ở phần ước lượng có giá trị nhỏ hơn milimet được gọi là sai số ngẫu nhiên.</span></span></em>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách khắc phục sai số trong đo đạc</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối với từng loại sai số khác nhau, sẽ có các phương pháp để hạn chế sai số phù hợp. Cụ thể:</span></span><br />
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.1 Đối với sai số sai lầm</strong></span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số sai lầm là dạng sai số xuất phát từ nguyên nhân chủ quan, do đó loại sai số này có thể được khắc phục bằng cách:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc kỹ, cẩn thận, không cho phép phát sinh sai lầm.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phải xác định được sai lầm cụ thể để loại bỏ khỏi kết quả đo thông qua việc kiểm tra lặp lại kết quả.</span></span></li>
</ul>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.2 Đối với sai số hệ thống</strong></span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số hệ thống có thể được hạn chế bằng các phương pháp như:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường xuyên kiểm nghiệm và hiệu chỉnh dụng cụ, thiết bị đo.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi phương pháp đo phù hợp với điều kiện ngoại cảnh hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính toán số hiệu chỉnh vào các kết quả đo đạc.</span></span></li>
</ul>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.3 Đối với sai số ngẫu nhiên</strong></span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số ngẫu nhiên là loại sai số không thể loại bỏ, người đo đạc chỉ có thể hạn chế bằng phương pháp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thiết bị, dụng cụ đo tốt hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi, sử dụng phương pháp đo phù hợp hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thời điểm thực hiện đo và số lần đo đạc.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính kết quả trung bình từ những sai số ngẫu nhiên sau nhiều lần đo đạc và trong các điều kiện đo khác nhau.</span></span></li>
</ul>
<h2>
<br />
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Đơn vị kiểm nghiệm, hiệu chỉnh thiết bị đo đạc UY TÍN</strong></h2>
<p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trắc địa Thành Đạt</strong> là đơn vị chuyên cung cấp và hiệu chỉnh các thiết bị đo đạc UY TÍN tại Việt Nam. Với đội ngũ kỹ thuật viên có tay nghề cao, có kinh nghiệm nhiều năm trong hoạt động sửa chữa, kiểm nghiệm thiết bị đo đạc Trắc địa Thành Đạt sẽ là điểm đến uy tín với mọi khách hàng khi có nhu cầu. </span></span></p>
<p style="text-align: center;">
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: center; margin: 0px; padding: 0px;">---------</strong></p>
<p style="text-align: center;">
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'content' => '<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66); text-align: justify;">1. Khi nào cần thiết lập trạm máy bằng phương pháp giao hội?</span></span></span></h2>
<br />
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(73, 73, 73);">Thiết lập trạm máy bằng phương pháp giao hội được thực hiện khi tại vị trí đo đạc hai mốc bị vướng các địa vật và các mốc không thể thông hướng với nhau, không thể thiết lập được trạm máy theo phương pháp thông thường (điểm đặt máy và điểm định hướng), lúc này cần sử dụng phương pháp giao hội để xác định tọa độ điểm đặt máy dựa vào hai điểm gốc.</span></span></span><br />
</p>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Mo-ta-thiet-lap-tram-may-bang-phuong-phap-giao-hoi-600x327.jpg" style="width: 600px; height: 327px;" /></p>
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(51, 51, 51); text-align: justify;">Giao hội nghịch </span><span style="color: rgb(51, 51, 51); text-align: justify;">là một cách thao tác để thành lập một trạm máy có tọa độ. Khác với giao hội thuận, giao hội nghịch có thể đứng một điểm bất kỳ để thành lập trạm máy hay có thể nói s</span><span style="color: rgb(66, 66, 66); text-align: justify;">ử dụng giao hội nghịch nếu ta không dựng được máу toàn đạc tại ᴠị trí 2 mốc tọa độ hoặc 2 mốc tọa độ bị che không thể nhìn thấу nhau.</span></span></span><br />
</p>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để hạn chế sai số khi cài đặt trạm máy bằng phương pháp giao hội, người đo cần phải lưu ý một số yếu tố sau:</span></span></p>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy tại vị trí đất cứng, không bị nhiều yếu tố thi công ảnh hưởng.</span></span></li>
<li style="box-sizing: border-box;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đặt máy phải tương đối ở giữa vị trí 2 mốc tọa độ.</span></span></li>
<li style="box-sizing: border-box;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng chân ba kẹp sào gương để cố định gương tại 2 mốc lúc giao hội.</span></span></li>
<li style="box-sizing: border-box;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai số do người cầm gương gây ra.</span></span></li>
</ul>
<h2>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(66, 66, 66);">2. Hướng dẫn giao hội máy toàn đạc Topcon</span></h2>
<br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi cân bằng máy ở màn hình chính, nhấn <strong>MENU -> [F2]- LAYOUT.</strong><br />
Để lấy file đã có sẵn trong máy, chọn <strong>FILE</strong>, nhấn phím <strong>[F4] – ENTER</strong>. Sau đó nhấn tiếp <strong>[F4]</strong> để chuyển sang trang thứ 2. Khi đã xuất hiện màn hình <strong>LAYOUT</strong>, nhấn <strong>[F2] – NEW POINT -> [F2] – RESECTION</strong>. Bắt đầu chương trình giao hội nghịch (chế độ <strong>Resection</strong>). Màn hình lúc này như sau:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture2.jpg" style="width: 400px; height: 250px;" /></span></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập khai báo tên trạm máy. Máy toàn đạc Topcon sẽ lưu lại tọa độ trạm kể cả khi tắt nguồn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – SRCH: Tìm kiếm lại tọa độ trong máy.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – SKP: Thao tác đi nhanh vào thành lập trạm máy.</span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Tiếp theo, nhập chiều cao máy ở dòng <strong>INS.HT =</strong>. Sau khi nhập xong, màn hình sẽ hiển thị khai báo và nhập điểm định hướng thứ nhất. <strong>N001#</strong> như hình dưới:<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture3.jpg" style="width: 400px; height: 250px;" /></span></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập tên điểm định hướng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – LIST: Hiển thị danh sách các điểm.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – NEZ: Vị trí nhập tọa độ trực tiếp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F4] – ENTER: Thao tác chấp nhận.</span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi nhấn phím <strong>[F4] – ENTER</strong> chấp nhận, tiến hành nhập chiều cao gương.<br />
Quay máy bắt chính xác vào gương điểm thứ nhất, nhấn phím <strong>[F4]- DIST</strong> để thực hiện đo lưu độ điểm thứ nhất. Sau khi đo lưu độ điểm thứ nhất, màn hình máy hiện khai báo điểm định hướng thứ 2. Thao tác khai báo tương tự điểm định hướng thứ nhất.<br />
<br />
Màn hình máy hiển thị sau khi đo lưu điểm thứ 2 như sau:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture7.jpg" style="width: 400px; height: 250px;" /><br />
<br />
Nhấn <strong>[F2] – CALC MEAS DATA</strong>: Tính toán dữ liệu máy đo. Lúc này trên màn hình xuất hiện sai số giao hội:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture4.jpg" style="width: 400px; height: 250px;" /><br />
<br />
<strong>Ấn [F4] – CALC</strong> để thực hiện tính toán:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture5.jpg" style="width: 400px; height: 250px;" /><br />
<br />
Tiếp tục nhấn <strong>[F4] – NEZ</strong> để hiển thị tọa độ máy. Nhấn tiếp <strong>[F3] – YES</strong> để lưu lại tọa độ và hoàn tất lập trạm máy bằng phương pháp giao hội nghịch.</span></span></span><br />
</p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">3. </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hướng dẫn giao hội máy toàn đạc Nikon</span></h2>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (28).png" style="width: 665px; height: 295px;" /></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sau khi cân máу хong ở màn hình chính, chúng ta ᴠào <strong>Menu -> F2: Laуout</strong><br />
<br />
Để lấу file đã có ѕẵn <strong>Liѕt -></strong> di chuуển tới<strong> File </strong>bằng phím <strong>ANG -> Enter -> F4</strong> ѕang trang <strong>-> F2 Neᴡ Point -> F2 Reѕection</strong><br />
<br />
Đặt tên điểm cho trạm máу ( đặt bất kì tên nào). Chiều cao máу giả dụ thaу đổi đến các cao độ của các điểm đó<br />
<br />
Điểm đầu tiên ( tìm điểm giao hội thứ 1 trong máу có ѕẵn – điểm ѕố 3) -> <strong>Enter.</strong> <br />
<br />
Ngắm ᴠề gương tại ᴠị trí điểm ѕố 3 gương cân chuẩn, chọn <strong>Diѕt -></strong> chờ хử lý<br />
<br />
Máу hỏi tiếp điểm tụ hội trang bị 2 ( điểm ѕố 6) –<strong>> Enter.</strong> <br />
<br />
Quaу <strong>máу toàn đạc</strong> ᴠề điểm 2, ѕau khi cân gương chuẩn, chọn <strong>Diѕt-></strong> chờ хử lý<br />
<br />
Sau lúc tiến hành hội tụ хong, <strong>F2: Calc Meaѕ.</strong> <strong>Data</strong> tính toán <strong>Reѕidual error:</strong> ѕai ѕố, ѕai ѕố càng nhỏ càng tốt. HD: ѕai ѕố mặt bằng (15 li) dZ: ѕai ѕố cao độ (4 li)<br />
<br />
<strong>F4 calculation -> F4 NEZ,</strong> хuất hiện tọa độ của điểm trạm máу mới, máу hỏ lưu haу không, tìm <strong>F3 Yeѕ</strong></span></span></p>
<h2 id="ftoc-heading-5">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66);">4. Hướng dẫn giao hội máy toàn đạc Leica</span></span></span></h2>
<br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao hội nghịch là xác lập tọa nơi đặt máy, thực hiện dựa vào tọa độ của rất nhiều điểm khống chế. Để tiến hành giao hội nghịch, máy toàn đạc rất cần được để ở vị trí nhìn được tối thiểu 2 điểm khống chế. Mặc dù thế để kết quả đo được đúng chuẩn hơn nên xúc tiến đo ít nhất 3 lần.<br />
<br />
Chương trình giao hội nghịch trên dòng máy toàn đạc điện tử Leica được sử dụng rất rộng rãi, rất hữu ích tại những khu vực mà tính thông hướng giữa các mốc không được đảm bảo. Khi đó tính năng giao hội nghịch sẽ được sử dụng để khởi tạo trạm máy. Các bước thực hiện công tác giao hội nghịch (Free Station) được thực hiện như sau:<br />
<br />
Từ <strong>Main Menu</strong> →<strong> 2</strong>. (<strong>Prog</strong>)→<strong>F3</strong> (<strong>Free Station</strong>), màn hình hiện ra:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture1(1).jpg" style="width: 400px; height: 273px;" /><br />
<br />
Tiếp theo người sử dụng làm như sau:<br />
<br />
- Bước 1: Ấn <strong>F1</strong> (<strong>Set job</strong>): Đặ t tên công việc, bước này tương tự như các chương trình <strong>surveying</strong>, <strong>stake out</strong>.<br />
<br />
- Bước 2: Ấn <strong>F2</strong> (<strong>Set Accuracy limit</strong>): Cài đặt giới hạn độ chính xác cho điểm cần giao hội nếu cần (nếu yêu cầu độ chính xác không cao có thể bỏ qua bước này).<br />
Tại đây người sử dụng có thể nhập giá trị giới hạn của độ lệch tiêu chuẩn. Nếu giá trị tính toán vượt quá giá trị cho phép thì sẽ xuất hiện thông điệp cảnh báo, lúc đó máy sẽ cho phép người sử dụng quyết định tiếp tục đo hay dừng lại. Nếu muốn cài đặt độ chính xác thì tại dòng<strong> Status</strong> dùng phím bật <strong>ON</strong>, ngược lại <strong>OFF</strong>.<br />
<strong> Std.Dev.North</strong>: Độ sai lệch X.<br />
<strong> Std.Dev.East</strong>: Độ sai lệch Y.<br />
<strong> Std.Dev.Height</strong>: Độ sai lệch cao độ H<br />
<strong> Std.Dev.Angle</strong>: Độ sai lệch góc ngang<br />
Sau đó ấn <strong>F4</strong> (<strong>OK</strong>) để cài đặt.<br />
<br />
<em>Ý nghĩa của việc cài đặt độ chính xác giao hội: </em>Giả sử ta đặt độ chính xác cho điểm giao hội với các tiêu chuẩn sai lệch là: ΔX ≤ 5mm, ΔY ≤ 5mm, ΔZ (H) ≤ 5mm,… Thì sau khi máy tính toán giao hội mà sai số tọa độ điểm giao hội nghịch nếu lớn hơn 5mm thì máy sẽ cảnh báo cho người sử dụng biết để chấp nhận kết quả hay dừng lại.<br />
<br />
- Bước 3: <strong>Start</strong> tiến hành đo giao hội Ấn <strong>F4</strong> (<strong>Start</strong>), màn hình hiện ra:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture2(1).jpg" style="width: 400px; height: 273px;" /><br />
Ở đây, người sử dụng cần:<br />
<strong>Station</strong>: Đặt tên điểm cần giao hội (tức là tên điểm trạm máy)<br />
<strong>hi</strong>: Nhập vào chiều cao máy<br />
Nhập xong ấn <strong>Enter</strong> →<strong> F4</strong> (<strong>OK</strong>), màn hình hiện ra như sau:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture3(2).jpg" style="width: 400px; height: 273px;" /><br />
<br />
Lúc này để đo tới điểm cần đo, người sử dụng có thể làm theo: <br />
Trường hợp 1: Nhập trực tiếp toạ độ điểm đo tới vào, làm như sau: Từ màn hình hiển thị như <em>hình 3</em>, nhập vào:<br />
<strong>PtID</strong>: Tên điểm đo tới<br />
<strong>hr</strong>: Chiều cao gương<br />
Sau đó ấn phím<strong> F4</strong> → <strong>F1</strong> (<strong>ENH</strong>), màn hình hiện ra hình:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Chưa có tên (481 × 328 px).png" style="width: 400px; height: 273px;" /><br />
<br />
Tại đây nhập vào toạ độ điểm đo tới sau đó ấn <strong>Enter</strong> → <strong>F4</strong>(<strong>OK</strong>), rồi ngắm chính xác vào mục tiêu và ấn<strong> F1</strong> (<strong>ALL</strong>) để đo. <br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture5(3).jpg" style="width: 400px; height: 273px;" /><br />
<br />
Ấn phím<strong> F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Sau khi đã đo đủ số lượng điểm đo cần thiết (đo tới tối thiểu 2 điểm và tối đa 5 điểm):<br />
→ Để xem kết quả toạ độ điểm giao hội, ấn phím <strong>F3</strong> (<strong>COMPUTE</strong>),<br />
→ Để xem phần dư ấn phím [<strong>RESID</strong>],<br />
→ Để xem độ l ệch tiêu chuẩn ấn phím <strong>F3</strong> (<strong>StdDev</strong>).<br />
→ Để cài đặt toạ độ điểm vừa giao hội được làm toạ độ trạm máy, người sử dụng chỉ việc ấn phím <strong>F4</strong> (<strong>OK</strong>).<br />
Trường hợp 2: Nếu điểm đo tới đã lưu trong bộ nhớ của máy, thì người sử dụng chỉ cần nhập vào tên điểm cần đo tới (ví dụ điểm 5) ở dòng (<strong>PtID</strong>) và chiều cao gương (<strong>hr</strong>) sau đó ấn phím<strong> F1</strong> (<strong>FIND</strong>) để tìm điểm đó<br />
Sau đó lựa chọn đúng điểm, ấn phím <strong>F4 </strong>(<strong>OK</strong>), màn hình hiện ra:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture6.jpg" style="width: 400px; height: 273px;" /><br />
Tiến hành ngắm chính xác vào điểm đo tới:<br />
- Ấn phím <strong>F1</strong> (<strong>ALL</strong>) để đo,<br />
- Ấn phím <strong>F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Để xem kết quả giao hội làm tương tự như trường hợp 1.<br />
<br />
Kết quả cuối cùng sẽ cho ra tọa độ N(X), E(Y), và cao độ H. Đồng thời máy cũng tính ra phương vị của trạm máy hiện thời. Chính vì thế mà sau khi tiến hành đo giao hội xong người sử dụng có thể chuyển sang chế độ đo khác (<strong>Surveying</strong>, <strong>Stake out</strong>,...) mà không cần tiến hành các bước thiết lập trạm máy và thiết lập định hướng nữa. Ngoài ra phép đo giao hội còn đưa ra độ lệch tiêu chuẩn và phần dư để đánh giá độ chính xác của kết quả đo đồng thời cho ta biết được độ ổn định của các điểm toạ độ vừa đo tới.<br />
<br />
Chúng ta có thể đo ở một vị trí bàn độ trái hoặc phải hoặc đo ở cả hai vị trí bàn độ, không cần xếp thứ tự điểm và thứ tự mặt ống kính khi đo. Nếu một điểm được đo nhiều lần ở một mặt của ống kính thì phép đo hợp lý sẽ được sử dụng để tính toán.<br />
<br />
Nếu phép đo có nhiều hơn số điểm đo cần thiết, bộ xử lý tính toán kết quả sẽ dùng phương pháp số bình phương nhỏ nhất để hiệu chỉnh cho tọa độ phẳng (X, Y), phương pháp trung bình cho cao độ H và góc định hướng.</span></span></p>
<div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
- Giá trị đo ở bàn độ trái và bàn độ phải được đưa vào trong tính toán.<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tất cả các phép đo đều được sử lý ở cùng độ chính xác cho dù chúng được đo ở một vị trí bàn độ hay ở cả hai vị trí bàn độ.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ Y và X được xác định bằng phương pháp số bình phương nhỏ nhất, bao gồm cả độ lệch tiêu chuẩn.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Cao độ cuối cùng được tính toán từ sự trung bình của các chênh cao so với điểm gốc.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Góc định hướng được tính trung bình từ phép đo ở 2 vị trí bàn độ và vị trí mặt bằng đã được tính toán. </span></div>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><em>>>></em></strong> <strong>Lưu ý một số thông điệp hiện thị khi đo:<br />
</strong></span></span></p>
<div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
"<em><strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Selected point has no valid data</span></span>!</strong></em>" <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo đã lựa chọn không có tọa độ X hoặc Y.</span></span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Max 5 points supported </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Máy chỉ cho phép đo tối đa 5 điểm.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no position computed </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" "Không cho phép tính ra tọa độ trạm vì đã có dữ liệu không đúng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</strong><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no height computed</em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">": Hoặc cao độ của điểm đo không hợp lệ hoặc là không đủ dữ liệu đo để tính ra cao độ của trạm máy.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Insufficient space in job</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Job hiện thời đã đầy không cho phép lưu trữ thêm dữ liệu.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Hz (I-II) >0.9 deg, measure point again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc bằng lớn hơn 180</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> ± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>V(I-II) > 0.9 deg, measure again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc đứng lớn hơn 360</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> - V± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>More points or distance required </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" " Yêu cầu đo thêm điểm hoặc khoảng cách" vì không đủ dữ liệu đo để tính ra tọa độ trạm.</span></div>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Hướng dẫn giao hội máy toàn đạc Sokkia</span></h2>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Bước 1: Nhấn phím <strong><em>FUNC</em></strong> trên màn hình máy toàn đạc Sokkia đến khi màn hình xuất hiện bạn tiếp tục nhấn vào <em><strong>F1 (MENU)</strong>.</em><br />
<br />
- Bước 2: Sau khi nhấn vào <strong><em>MENU </em></strong>tiếp tục chọn <strong><em>RESECTION </em></strong>để bắt đầu chức năng giao hội.<br />
<br />
- Bước 3: Tiếp theo nhấn chọn <strong><em>NEZ </em></strong>để nhập tọa độ của 2 điểm mốc dùng để giao hội. Sau đó bạn chọn <strong><em>EDIT (F3) </em></strong>hoặc nhấn <strong>READ</strong> để đọc số liệu hiện sẵn trong màn hình máy.<br />
Tiếp theo bạn nhập tọa độ điểm số 2, sau khi nhập tọa độ 2 điểm xong nhấn <strong><em>F4 (MEAS) </em></strong>để đo về các điểm gốc và nhấn <strong><em>F19 (DIST)</em></strong>. Sau đó nhấn <strong><em>F4 (YES) </em></strong>để đo điểm số 1. Sau khi đo điểm 1 tiến hành đo điểm 2. <br />
<br />
- Bước 4: Tiếp theo nhấn <strong>CALC</strong> để tiến hành tính toán tọa độ giao hội điểm đặt máy.<br />
<br />
Trên màn hình sẽ báo sai số vị trí điểm <strong>deltaX</strong>, <strong>deltaY</strong> nếu chấp nhận sai số bạn nhấn <strong><em>REC (F3) </em></strong>để ghi lại tọa độ điểm đặt máy sau giao hội để dùng cho công tác bố trí điểm hoặc các công tác đo đạc khảo sát địa hình.<br />
<br />
<span style="color: rgb(34, 34, 34);"><strong>>>></strong> <strong>Lưu ý:</strong></span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên hiện trường bạn cần tìm điểm đặt máy hợp lý nhằm đảm bảo độ chính xác cao. Bạn cần chọn địa điểm đặt thiết bị sao cho tam giác hợp bởi điểm đặt máy và hai điểm gốc là tam giác cân, để đảm bảo giao hội máy toàn đạc được cho các kết quả đo chính xác nhất.<br />
<br />
Sau khi đo giao hội xong, bạn cần tiến hành kiểm tra các tọa độ điểm gốc xem có bị sai số không. Tiếp theo mới tiến hành bố trí các điểm của công trình hoặc vào chức năng đo đạc chi tiết của máy để đo khảo sát địa hình khu vực để lập bản đồ hay đo đạc tính toán khối lượng đào đắp. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Nên sử dụng các thiết bị như máy thủy bình để dẫn truyền cao độ một cách chuẩn xác nhất.</span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (30).png" style="text-align: center; width: 665px; height: 295px;" /><br />
</p>
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'lft' => '103',
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'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế',
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'id' => '718',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với hơn 55.000 người dùng đang hoạt động trên khắp thế giới, PIX4D đã mở rộng văn phòng của mình ở nhiều quốc gia khác nhau ngoài trụ sở chính là Thụy Sỹ với mục tiêu hỗ trợ khách hàng tốt hơn như: Mỹ, Đức, Tây Ban Nha, Nhật Bản, Trung Quốc…</span></span>',
'content' => '<h2 style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/tracdiathanhdat_vn (7).png" style="width: 650px; height: 545px;" /></strong></span></span></h2>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. PIX4Dmapper – Phần mềm PIX4D dùng trong xử lý ảnh UAV</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmapper là phần mềm nội nghiệp có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái: ảnh RGB, ảnh hàng không, ảnh đa phổ, ảnh nhiệt, ảnh phóng tâm, ảnh 360 độ, video, v.v.<br />
<br />
<strong>– Tính năng nổi bật của PIX4Dmapper:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng quy tắc chồng lớp ảnh để cho ra dữ liệu vô cùng chính xác.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn thiện quy trình xử lý ảnh với thiết bị bay không người lái: Thu thập hình ảnh > số hóa > đánh giá, kiểm soát và cải thiện chất lượng> đo lường, tính toán > cộng tác và chia sẻ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý dữ liệu nâng cao, cung cấp kết quả chính xác với giải pháp quan trắc ảnh chuyên nghiệp: giúp người dùng tối ưu hóa quy trình làm việc dựa trên các mẫu xử lý mặc định trên phần mềm hoặc thiết lập quy trình cá nhân.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ và mô hình 3D chính xác từ hình ảnh bằng các công cụ vượt trội: phân loại đám mây điểm tự động; cải thiện bề mặt kỹ thuật số; đo đạc bề mặt, khoảng cách, khối lượng; kiểm soát độ chính xác của dự án; báo cáo chất lượng chi tiết.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/04-de-dang-tinh-toan-kich-thuoc-be-mat-khoang-cach-khoi-luong.jpg" style="width: 650px; height: 366px;" /></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xuất dữ liệu đầu ra với nhiều định dạng khác nhau.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu đầu ra của PIX4Dmapper là cơ sở để thành lập bản đồ, đặc biệt là bản đồ 3D,.. chất lượng cao. PIX4Dmapper giúp hoàn thiện xử lý ảnh, từ thu thập dữ liệu đến kiểm soát chất lượng đầu ra và chia sẻ dữ liệu dưới nhe. Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D khác như PIX4Dcloud.<br />
<br />
<strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm thành lập bản đồ và mô hình 3D, PIX4Dmapper có khả năng ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung: Đối với các dự án không bao gồm rừng, tuyết, hồ, cánh đồng nông nghiệp và / hoặc các địa hình khó tái tạo khác.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát rừng và thảm thực vật rậm rạp: Đối với dự án có diện tích rừng bao phủ hoặc thảm thực vật rậm rạp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình bằng phẳng, có ruộng: Đối với địa hình bằng phẳng có nội dung trực quan đồng nhất như ruộng nông nghiệp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tòa nhà: Tạo mô hình 3D của các tòa nhà.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bình đồ: Dành cho các khu vực cần thể hiện đường đồng mức.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát chuyến bay: Đối với các dự án có hình ảnh được thực hiện bằng cách sử dụng nhiều chuyến bay.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng thành phố (mặt tiền có thể nhìn thấy): Lập mô hình 3D về các khu vực đô thị.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng nội thất 3D: Tạo mô hình 3D cho nội thất của các tòa nhà.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tổng hợp: Dành cho các bộ dữ liệu kết hợp (nội thất / ngoại thất và / hoặc trên không / trên mặt đất và / hoặc nadir / xiên).</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng địa vật 3D: Mô phỏng hình ảnh 3D các đối tượng đặc biệt (tháp điện, tuabin gió, đường hầm, v. v.).</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp đặc biệt: Khảo sát địa hình tuyết, cát và bề mặt nước (đại dương, hồ, sông, v.v.).</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. PIX4Dsurvey – Phần mềm PIX4D dùng trong số hóa dữ liệu</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm số hóa dữ liệu PIX4Dsurvey là phần mềm nội nghiệp có khả năng số hóa dữ liệu tự động hoặc bán tự động từ các sản phẩm từ phương pháp quan trắc ảnh, dữ liệu quét <a href="https://dathop.com/3-giai-phap-laser-scanning-pho-bien/">laser scanning</a> và LiDAR. Dữ liệu đầu ra của PIX4Dsurvey là cơ sở để tính toán độ dốc địa hình, hướng địa hình, mức độ lồi lõm, phân tích địa mạo của khu vực, v.v.<br />
<br />
<strong>– Tính năng nổi bật của </strong><strong>PIX4Dsurvey</strong><strong>:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa dữ liệu: Liên kết ảnh bay chụp và mô hình Point Cloud, trích xuất các đối tượng từ ảnh quan trắc, quét laser, LiDAR để làm cơ sở cho thành lập bản đồ.</span></span></li>
</ul>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hóa thời gian số hóa lên đến 50%: PIX4Dsurvey triển khai quy trình làm việc liền mạch và nhanh chóng, giảm thiểu thời gian thực hiện các công tác số hóa mô hình Point Cloud và biên vẽ đối tượng từ hình ảnh. Chức năng Smart Grid hỗ trợ người dùng tiết kiệm thời gian trong công tác tạo mô hình cao độ điểm.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp sẵn thuộc tính chuyển đổi sang CAD linh hoạt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/06-pix4dsurvey-co-kha-nang-chuyen-doi-sang-cad-linh-hoat.jpg" style="width: 650px; height: 484px;" /></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dsurvey xây dựng các thuật toán vô cùng tối ưu cho bất kỳ đối tượng nào bằng các thao tác vô cùng đơn giản và nhanh chóng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dsurvey được ứng dụng trong nhiều hạng mục như:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ khảo sát địa hình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa mô hình mặt đất.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình TIN.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình CAD.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. PIX4Dmatic – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmatic là phần mềm quan trắc ảnh thế hệ mới, được sử dụng để thành lập bản đồ địa hình, bản đồ quy hoạch và các loại bản đồ tỷ lệ lớn, có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái.<br />
Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D như: PIX4Dsurvey, PIX4Dcloud, v..v..<br />
<br />
<strong>– Tính năng nổi bật của PIX4Dmatic:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý bộ dữ liệu lớn, cho kết quả chính xác: PIX4Dmatic cung cấp khả năng xử lý hàng nghìn hình ảnh mà vẫn đảm bảo độ chính xác ở mức khảo sát, giảm một nửa thời gian xử lý, lý tưởng cho các dự án quy hoạch và bộ dữ liệu lớn hơn 5000 hình ảnh với độ phân gairi máy ảnh RGB tiêu chuẩn và không có giới hạn về kích thước hình ảnh.</span></span></li>
</ul>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý tự động: hợp lý hóa quy trình làm việc của người sử dụng, bao gồm nhập dữ liệu, xử lý và đánh giá chất lượng của dự án.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình làm việc liền mạch.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm chuyên cho việc thành lập bản đồ và mô hình 3D, PIX4Dmatic được ứng dụng trong các lĩnh vực:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <em style="text-align: center;"><img alt="" src="/admin/webroot/upload/image/images/08-phan-mem-pix4dmatic-duoc-ung-dung-trong-khao-sat-dia-hinh.jpg" style="width: 650px; height: 396px;" /></em></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. PIX4Dcloud (& PIX4Dcloud Advance) – Phần mềm PIX4D dùng trong xử lý ảnh và chia sẻ trực tuyến</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng xử lý ảnh và chia sẻ trực tuyến PIX4Dcloud là nền tảng xử lý ảnh trực tuyến cho các dự án bay chụp, thành lập bản đồ 2D hoặc mô hình 3D, bao gồm các tính năng cơ bản cần có của một hệ thống xử lý ảnh nhưng được thực hiện hoàn toàn trên nền tảng trực tuyến mà không cần tải về bất kỳ một tệp cài đặt nào, không chiếm dung lượng của thiết bị nhưng vẫn đáp ứng đầy đủ quy trình làm việc từ hiện trường đến phần xử lý.<br />
<br />
<strong>– Tính năng nổi bật của PIX4Dcloud:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud phát triển một hệ thống các công cụ đo lường, ghi chú và chia sẻ dữ liệu, đảm bảo truyền tải đầy đủ mà không ảnh hưởng đến tiến độ làm việc.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ tạo lớp phủ để so sánh thiết kế ban đầu với thực trạng của dự án trên nền tảng trực tuyến mà không thông qua bên thứ 3</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp công cụ so sánh hiện trạng địa hình, tình trạng, tiến độ dự án ở các thời điểm khác nhau, giúp người dùng nắm bắt chi tiết tiến độ tại mọi thời điểm, mọi vị trí.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud có khả năng cho ra kết quả làm việc với độ chính xác ở cấp khảo sát dựa trên các thuật toán xử lý được phát triển bởi PIX4D.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng phân tích dữ liệu đơn giản, tối ưu.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng được cài đặt các thuật toán để lưu trữ dữ liệu làm việc mọi lúc, thường xuyên cập nhật và ghi lại các thay đổi đối với dự án, nhằm giải quyết các vấn đề phát sinh trong quá trình làm việc một cách hiệu quả.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dcloud được ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý, tính toán khối lượng vật liệu.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi tiến độ thi công.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng đối tượng độ cao, địa hình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. PIX4Dfields – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dfields có khả năng xử lý ảnh để thành lập bản đồ nông nghiệp từ ảnh chụp bằng các thiết bị bay không người lái. Ưu điểm của phần mềm này là có thể sử dụng hình ảnh ở nhiều định dạng (.tiff, .jpeg) hoặc nhiều kiểu dữ liệu khác nhau như lớp dữ liệu thực vật hoặc lớp dữ liệu ranh giới thực địa, v.v. (định dạng GeoJSON, Shapefile, v.v.).<br />
PIX4Dfields nâng cấp quy trình làm việc trong lĩnh vực nông nghiệp bằng tốc độ xử lý cao và các tính năng phân tích hoàn chỉnh mà chưa một phần mềm nào trước đây đáp ứng được.<br />
<br />
<strong>– Tính năng của PIX4Dfields:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập kế hoạch bay chụp: Thiết lập kế hoạch bay chụp theo từng mục đích làm việc, thu thập dữ liệu hiện trường một cách tối ưu nhất.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với ảnh đa phổ và ảnh RGB: PIX4Dfields nhận dữ liệu ảnh RGB tiêu chuẩn hoặc ảnh đa phổ từ bất kỳ nguồn ảnh chụp nào, bao gồm Parrot Sequoia và MicaSense RedEdge.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/09-pix4dfields-co-kha-nang-tuong-thich-voi-anh-da-pho-va-anh-rgb.jpg" style="text-align: center; width: 650px; height: 350px;" /></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ xử lý nhanh chóng: Xử lý hình ảnh bằng công cụ xử lý tức thì của PIX4Dfields cho ra kết quả chỉ trong vài phút.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan: Chuyển đổi hình ảnh bay chụp từ UAV thành bản đồ chi tiết, chính xác và có thể ứng dụng được cho nhiều mục đích khác nhau.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động hiệu quả: Tối ưu hóa quy trình làm việc bằng các công cụ được thiết kế dành riêng cho nông nghiệp của PIX4Dfields, như tính toán chỉ số hay các công cụ so sánh.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp FMP: Thực hiện liền mạch công việc từ kết quả của PIX4Dfields trong nền tảng quản lý canh tác Farming Management Platform.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm xử lý bản đồ dành cho các ngành chuyên nghiệp, cụ thể là nông nghiệp, được ứng dụng cho nhiều mục tiêu như:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi và đánh giá cây trồng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý tưới tiêu và xói mòn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ quy trình bảo vệ và sản xuất cây trồng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ phân bổ sử dụng cho các mục đích chuyên biệt.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. PIX4Dreact – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dreact được sử dụng để đáp ứng các nhu cầu thành lập tài liệu hiện trường một cách nhanh chóng và chính xác, cung cấp các khả năng tái lập cũng như cộng tác tại nhiều thời điểm mà vẫn đảm bảo được độ chính xác tối đa.<br />
<br />
<strong>– Tính năng nổi bật của </strong><strong>PIX4Dreact</strong><strong>:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ sử dụng, tương tác: giao diện sử dụng của PIX4Dreact được thiết kế và đóng góp bởi các chuyên gia trong lĩnh vực, liên kết với một quy trình làm việc liền mạch, đầy đủ và trơn tru. Đồng thời, hệ thống của PIX4Dreact cũng đáp ứng được nhu cầu làm việc ngay tại hiện trường với các dòng máy tính tầm trung, không yêu cầu kết nối mạng hoặc nền tảng đám mây để xử lý, chú trọng tăng cường GPU trong thuật toán xử lý để cải thiện tốc độ làm việc.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ công cụ hỗ trợ công việc hiệu quả, đầy đủ, nhất quán.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng lập bản đồ 2D nhanh chóng nhưng vẫn đảm bảo độ chính xác cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/14-pix4dreact-giup-lap-ban-do-2d-nhanh-chong.jpg" style="width: 650px; height: 488px;" /></em></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu làm việc phục vụ cho nhiều mục đích: bản đồ ảnh trực giao 2D, lớp dữ liệu đã được đánh dấu và đo đạc, ảnh chụp màn hình và bản đồ bao quát khu vực, xuất báo cáo PDF.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dreact được phát triển trong nhóm phần mềm xử lý lập bản đồ hiện trường 2D cho các lĩnh vực chuyên biệt, cụ thể là các công tác phản ứng khẩn cấp, PIX4Dreact được sử dụng để quan sát hiện trường tai nạn hoặc các tình huống đặc biệt như: Động đất, lũ lụt, cháy nổ, tìm kiếm cứu nạn, tác chiến, di dời, v.v.</span></span><br />
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. PIX4Dcatch – Phần mềm PIX4D dùng trong quét 3D</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcatch là một ứng dụng dành cho thiết bị di động, dùng để quét 3D đối tượng, được sử dụng trên cả các thiết bị với hệ điều hành Android và iOS. Ứng dụng PIX4Dcatch cho phép người dùng dễ dàng có được dữ liệu đối tượng phù hợp để số hóa thực tế xung quanh và biến nó thành các mô hình 3D chính xác.<br />
<br />
<strong>– Tính năng nổi bật của </strong><strong>PIX4Dcatch</strong><strong>:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng hoạt động linh hoạt với nhiều tính năng thu thập dữ liệu.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tạo ra sản phẩm 3D chất lượng cao nhờ công nghệ quan trắc ảnh tiên tiến.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chụp và số hóa bất kỳ đối tượng vật lý nào ở chế độ 3D: chỉ cần thiết bị được cài đặt ứng dụng và di chuyển xung quanh khu cực cần thu thập dữ liệu là có thể chụp và số hóa.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quét, xuất và chỉnh sửa đối tượng, mục tiêu và dễ dàng chia sẻ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với thiết bị di động để nâng cao khả năng quét 3D với công nghệ RTK và phép quan trắc ảnh.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ trên thiết bị di động ở cả hệ điều hành iOS hoặc Android: PIX4Dcatch có sẵn trên iOS (phiên bản 13.4.1) và Android (phiên bản 9), tối ưu hóa cho Apple Ipad Pro và iPhone 12 được trang bị máy quét LiDAR, cung cấp phản hồi trực tiếp và quá tình quét hoàn thành.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– Ứng dụng:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công (lập bản đồ hiện trạng khi thi công, tính toán khối lượng bùn đất…).</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ hiện trạng thi công công trình ngầm.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">An toàn công cộng.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/15-pix4dcatch-co-kha-nang-chup-va-so-hoa-ky-doi-tuong-vat-ly-nao-o-che-do-3d.jpg" style="width: 650px; height: 366px;" /></span></span><br />
<br />
</p>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO Plan hỗ trợ thực hiện nhiệm vụ quan trọng là lập tài liệu và trực quan hóa các phép đo. Bằng cách này, các bước tiếp theo của một dự án được lên kế hoạch dễ dàng.</span></span>',
'content' => '<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="disto plan app" src="https://shop.leica-geosystems.com/sites/default/files/2019-04/plan-app.jpg" style="height: 311px; width: 280px;" /></span></span></p>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(39, 39, 39); letter-spacing: 0.72px; background-color: rgb(239, 239, 239);">Leica DISTO Apps & Software</span></span></span></p>
<br />
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO™ Plan mới hỗ trợ việc lập tài liệu và hiển thị các phép đo.</span></span></div>
<div>
</div>
<div>
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Phác thảo sơ đồ trên điện thoại thông minh hoặc máy tính bảng và các phép đo tương ứng được gán dễ dàng cho từng bước. Sau đó, ứng dụng sẽ tự động tạo sơ đồ được chia tỷ lệ. Ngoài ra, chức năng Phòng thông minh cải tiến kết hợp với cảm biến mới được tích hợp trong Leica DISTO™ X3 và X4 cho phép tạo sơ đồ chính xác chỉ bằng cách thực hiện các phép đo theo chiều kim đồng hồ hoặc ngược chiều kim đồng hồ của căn phòng.</span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi kết hợp với bộ điều hợp DST 360 hoặc DISTO™ S910, ứng dụng cung cấp chức năng đo 3D, cho phép ghi lại các phép đo ở dạng 2D hoặc 3D.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tất cả các phép đo và sơ đồ tầng có thể được xuất dưới dạng bản vẽ CAD hoặc ở định dạng PDF. Ứng dụng mới hỗ trợ tất cả các thiết bị Leica DISTO™ có chức năng Bluetooth®.</span></span></div>
<div>
</div>
<div>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">* Các thiết bị Leica DISTO™ sau được hỗ trợ:</span></span></strong></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X3</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X4</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D2</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D1</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D110</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7100i</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D510</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7500i</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảm ứng Leica DISTO™ D810</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ S910</span></span><br />
<br />
<div>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** Điều khoản và điều kiện mua hàng trong ứng dụng</span></span></strong></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký và tự động gia hạn hàng tháng hoặc hàng năm ( tùy chọn).</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Việc thanh toán sẽ được tính vào Tài khoản iTunes.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký sẽ tự động gia hạn ( trừ khi bạn tắt tính năng tự động gia hạn trong Cài đặt sau 24 giờ dùng thử)</span></span></div>
<div style="text-align: center;">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica Disto 2.jpg" style="width: 800px; height: 334px;" /></span></span><br />
</div>
<div>
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">>>></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Lưu ý</strong></u><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">: Ứng dụng được tải miễn phí trên </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Apple Store</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> hoặc </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Google Store</strong></div>
</div>
',
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'title_seo' => 'Máy đo khoảng cách laser Leica ',
'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
'meta_des' => 'huyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
'created' => '2023-04-04',
'modified' => '2026-04-13',
'status' => '1',
'view' => '17136',
'slug' => 'leica-disto-apps',
'name_eng' => '',
'shortdes_eng' => '',
'content_eng' => '',
'phut' => null,
'shortdes_tq' => null,
'content_tq' => null,
'name_tq' => null,
'nguoilon' => null,
'treem' => null,
'truso' => null,
'don' => null,
'doi' => null,
'lon' => null,
'tour' => null,
'tourtrongnuoc' => null,
'tournuocngoai' => null,
'noiden' => null,
'ngaydi' => null,
'thangdi' => null,
'namdi' => null,
'ngaykhoihanh' => null,
'thoigiandi' => null,
'ngaykhoihanh_eng' => null,
'thoigiandi_eng' => null,
'videoyou' => null,
'nt' => null,
'duration' => null,
'duration_eng' => null,
'twodaypro' => null,
'twodaypro_eng' => null,
'threedaypro' => null,
'threedaypro_eng' => null,
'photo' => null,
'lft' => '353',
'rght' => '354',
'vat' => null,
'hangsx' => null,
'baohanh' => null,
'tinhtrang' => '1',
'tailieu' => null,
'tag' => null
),
'Catproduct' => array(
'id' => '40',
'name' => 'Kiến thức - Ứng dụng',
'parent_id' => null,
'alias' => 'kien-thuc-ung-dung',
'images' => '',
'lft' => '103',
'rght' => '104',
'pos' => '5',
'status' => '1',
'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế',
'meta_key' => '',
'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc.
',
'created' => '2015-12-16',
'modified' => '2026-02-24',
'slug' => 'kien-thuc-ung-dung',
'cate' => '4',
'link' => 'tin-tuc',
'name_eng' => '',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!',
'display' => '0',
'content_eng' => null
)
)
)
$description_for_layout = 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc.
'
$title_for_layout = 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế'
$cat = array(
'Catproduct' => array(
'id' => '40',
'name' => 'Kiến thức - Ứng dụng',
'parent_id' => null,
'alias' => 'kien-thuc-ung-dung',
'images' => '',
'lft' => '103',
'rght' => '104',
'pos' => '5',
'status' => '1',
'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế',
'meta_key' => '',
'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc.
',
'created' => '2015-12-16',
'modified' => '2026-02-24',
'slug' => 'kien-thuc-ung-dung',
'cate' => '4',
'link' => 'tin-tuc',
'name_eng' => '',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!',
'display' => '0',
'content_eng' => null
)
)
$setting = array(
'id' => '1',
'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
'address_eng' => '',
'address' => '<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br />
Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
<p>
<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br />
<br />
</p>
',
'contactinfo_eng' => '',
'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội',
'contactinfo' => '<div dir="rtl" style="text-align: left;">
<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br />
Tel: (024) 3776 4930 <br />
Fax: (024) 3776 5908<br />
Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
Hotline: <strong>0913 051 734</strong><br />
<br />
<strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br />
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br />
</div>
<div style="">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div>
<div style="">
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br />
<br />
- 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br />
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div>
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'email' => 'tracdiathanhdat@yahoo.com',
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'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
'created' => '2012-06-05',
'modified' => '1769758152',
'youtube' => 'http://youtube.com',
'twitter' => 'https://twitter.com/',
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'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
'email2' => 'duycuong7640',
'skype' => 'hothihuyen.hn',
'yahoo' => 'duycuong7640',
'yahoo1' => 'duycuong7640',
'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
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'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
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<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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'gioithieu' => '<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
'bb' => '',
'zing' => '',
'hotline2' => '0912 35 65 75',
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'theh1' => 'thanhdatsurvey.JSC',
'hanoi' => '<div>
<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
',
'tphcm' => '<div>
<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
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'gt' => '<p style="text-align: justify;">
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br />
</p>
<div style="text-align: justify;">
<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div>
',
'gt_eng' => ''
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$keywords_for_layout = 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, '
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'id' => '588',
'name' => 'Hướng dẫn mua hàng',
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'content' => '<p>
<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br />
<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br />
</p>
<p>
<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br />
<br />
– Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mong được hợp tác với Quý khách hàng trên cả nước.<br />
<br />
Trân trọng!</span></span></span></div>
',
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'images_multi' => '',
'pos' => '1',
'new' => '0',
'hot' => '1',
'saleoff' => null,
'title_seo' => 'Máy trắc địa chính hãng | RTK GNSS, máy toàn đạc, máy thủy bình – Trắc địa Thành Đạt',
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'meta_des' => 'Chuyên cung cấp máy RTK GNSS, máy toàn đạc, máy thủy bình, GPS cầm tay chính hãng. Tư vấn kỹ thuật – giao hàng toàn quốc. Trắc địa Thành Đạt – 0913 051 734',
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'threedaypro' => null,
'threedaypro_eng' => null,
'photo' => null,
'lft' => '143',
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'Catproduct' => array(
'id' => '4',
'name' => 'Chính sách bán hàng',
'parent_id' => null,
'alias' => 'chinh-sach-ban-hang',
'images' => '',
'lft' => '47',
'rght' => '48',
'pos' => '3',
'status' => '0',
'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
'created' => '2015-12-02',
'modified' => '2025-10-29',
'slug' => 'chinh-sach-ban-hang-1',
'cate' => '4',
'link' => 'dich-vu',
'name_eng' => 'Sales Policy',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
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),
(int) 1 => array(
'Post' => array(
'id' => '586',
'name' => 'Chính sách thanh toán',
'code' => null,
'alias' => 'chinh-sach-thanh-toan',
'cat_id' => '4',
'price' => '0',
'type' => 'new',
'shortdes' => '',
'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br />
<br />
<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span> </span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Chúng tôi c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận các hình thức thanh toán bằng tiền mặt, chuyển khoản theo đúng quy định pháp luật. </span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Quý khách có thể chọn các phương thức thanh toán sau đây:</span></span><br />
<br />
<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh toán trực tiếp tại cửa hàng<br />
<br />
II. Thanh toán qua hình thức chuyển khoản</span></strong><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br />
<br />
<strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br />
<br />
<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br />
<br />
Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p>
',
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'pos' => '2',
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'hot' => '1',
'saleoff' => null,
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'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
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'status' => '1',
'view' => '3511',
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'twodaypro' => null,
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'threedaypro' => null,
'threedaypro_eng' => null,
'photo' => null,
'lft' => '139',
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'baohanh' => null,
'tinhtrang' => '1',
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'Catproduct' => array(
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'name' => 'Chính sách bán hàng',
'parent_id' => null,
'alias' => 'chinh-sach-ban-hang',
'images' => '',
'lft' => '47',
'rght' => '48',
'pos' => '3',
'status' => '0',
'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
'created' => '2015-12-02',
'modified' => '2025-10-29',
'slug' => 'chinh-sach-ban-hang-1',
'cate' => '4',
'link' => 'dich-vu',
'name_eng' => 'Sales Policy',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 2 => array(
'Post' => array(
'id' => '587',
'name' => 'Chính sách vận chuyển',
'code' => null,
'alias' => 'chinh-sach-van-chuyen',
'cat_id' => '4',
'price' => '0',
'type' => 'new',
'shortdes' => '',
'content' => '<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br />
<br />
Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br />
</div>
<div>
<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br />
<br />
<strong>> Thời gian giao hàng </strong><br />
<br />
- Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br />
<br />
- Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p>
<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br />
<br />
Trân trọng!</span></span></span></p>
</div>
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'twodaypro' => null,
'twodaypro_eng' => null,
'threedaypro' => null,
'threedaypro_eng' => null,
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'lft' => '141',
'rght' => '142',
'vat' => null,
'hangsx' => null,
'baohanh' => null,
'tinhtrang' => '1',
'tailieu' => null,
'tag' => null
),
'Catproduct' => array(
'id' => '4',
'name' => 'Chính sách bán hàng',
'parent_id' => null,
'alias' => 'chinh-sach-ban-hang',
'images' => '',
'lft' => '47',
'rght' => '48',
'pos' => '3',
'status' => '0',
'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
'created' => '2015-12-02',
'modified' => '2025-10-29',
'slug' => 'chinh-sach-ban-hang-1',
'cate' => '4',
'link' => 'dich-vu',
'name_eng' => 'Sales Policy',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 3 => array(
'Post' => array(
'id' => '585',
'name' => 'Chính sách đổi trả',
'code' => null,
'alias' => 'chinh-sach-doi-tra',
'cat_id' => '4',
'price' => '0',
'type' => 'new',
'shortdes' => '',
'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br />
<br />
Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br />
<ul>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div>
<ul>
<li>
<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>',
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'pos' => '4',
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'hot' => '1',
'saleoff' => null,
'title_seo' => 'Trắc địa Thành Đạt',
'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
'created' => '2021-04-07',
'modified' => '2026-04-13',
'status' => '1',
'view' => '3547',
'slug' => 'chinh-sach-doi-tra',
'name_eng' => '',
'shortdes_eng' => '',
'content_eng' => '',
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'twodaypro' => null,
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'threedaypro' => null,
'threedaypro_eng' => null,
'photo' => null,
'lft' => '137',
'rght' => '138',
'vat' => null,
'hangsx' => null,
'baohanh' => null,
'tinhtrang' => '1',
'tailieu' => null,
'tag' => null
),
'Catproduct' => array(
'id' => '4',
'name' => 'Chính sách bán hàng',
'parent_id' => null,
'alias' => 'chinh-sach-ban-hang',
'images' => '',
'lft' => '47',
'rght' => '48',
'pos' => '3',
'status' => '0',
'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
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'modified' => '2025-10-29',
'slug' => 'chinh-sach-ban-hang-1',
'cate' => '4',
'link' => 'dich-vu',
'name_eng' => 'Sales Policy',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 4 => array(
'Post' => array(
'id' => '583',
'name' => 'Chính sách bảo hành',
'code' => null,
'alias' => 'chinh-sach-bao-hanh',
'cat_id' => '4',
'price' => '0',
'type' => 'new',
'shortdes' => '',
'content' => '<div>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div>
<div>
<br />
<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br />
<br />
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li>
</ul>
<br />
<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br />
<br />
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br />
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div>
',
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'pos' => '5',
'new' => '0',
'hot' => '1',
'saleoff' => null,
'title_seo' => 'Trắc địa Thành Đạt',
'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
'created' => '2021-04-07',
'modified' => '2026-04-13',
'status' => '1',
'view' => '3279',
'slug' => 'chinh-sach-bao-hanh',
'name_eng' => '',
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'content_eng' => '',
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'duration' => null,
'duration_eng' => null,
'twodaypro' => null,
'twodaypro_eng' => null,
'threedaypro' => null,
'threedaypro_eng' => null,
'photo' => null,
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'parent_id' => null,
'alias' => 'chinh-sach-ban-hang',
'images' => '',
'lft' => '47',
'rght' => '48',
'pos' => '3',
'status' => '0',
'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
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'modified' => '2025-10-29',
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'cate' => '4',
'link' => 'dich-vu',
'name_eng' => 'Sales Policy',
'name_tq' => '',
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'hot' => '0',
'content' => '',
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(int) 5 => array(
'Post' => array(
'id' => '584',
'name' => 'Chính sách bảo mật thông tin',
'code' => null,
'alias' => 'chinh-sach-bao-mat-thong-tin',
'cat_id' => '4',
'price' => '0',
'type' => 'new',
'shortdes' => '',
'content' => '<div>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2>
<p style="text-align: justify;">
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span>
<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li>
</ul>
</li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2>
<br />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2>
<p style="text-align: justify;">
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p>
<div style="margin: 0px; padding: 0px; line-height: 20px;">
<div>
<div style="text-align: justify;">
</div>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2>
<br />
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br />
</div>
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div>
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div>
<div style="text-align: justify;">
</div>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2>
<div style="text-align: justify;">
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div>
<div style="text-align: justify;">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br />
</div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
</div>
</div>
<p style="text-align: justify;">
<br />
<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br />
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2>
<br />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2>
<p style="text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p>
</div>
<div style="text-align: justify;">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
<br />
Trân trọng!</span></span></div>
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)
),
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'phone' => '3252 436 432',
'yahoo' => 'duycuong7640',
'skype' => 'tuvantubep',
'pos' => '0',
'created' => '2014-01-15',
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<span><a href="/Product/sanpham/kien-thuc-ung-dung/page:1" rel="first">« First</a></span><span class="prev"><a href="/Product/sanpham/kien-thuc-ung-dung/page:8" rel="prev">« Previous</a></span><span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:1">1</a></span><span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:2">2</a></span>...<span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:6">6</a></span><span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:7">7</a></span><span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:8">8</a></span><span class="current number">9</span><span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:10">10</a></span><span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:11">11</a></span><span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:12">12</a></span>...<span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:19">19</a></span><span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:20">20</a></span><span class="next"><a href="/Product/sanpham/kien-thuc-ung-dung/page:10" rel="next">Next »</a></span><span><a href="/Product/sanpham/kien-thuc-ung-dung/page:20" rel="last">End »</a></span>Page 9/20. View 10/191. </div>
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'pos' => '2',
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'title_seo' => '',
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'name_tq' => '',
'type' => 'new',
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)include - APP/View/Elements/menu.ctp, line 55 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::sanpham() - APP/Controller/ProductController.php, line 285 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161 [main] - APP/webroot/index.php, line 92
Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]Code Context<div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>><?php echo $cap1['Catproduct']['name'.LANGUAGE];?>$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp' $dataForView = array( 'listnews' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'description_for_layout' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'title_for_layout' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'cat' => array( 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), 'setting' => array( 'id' => '1', 'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt', 'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)', 'address_eng' => '', 'address' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ), 'keywords_for_layout' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng 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View 10/191. </div> <div class="clear-main"></div> ', 'scripts_for_layout' => '' ) $listnews = array( (int) 0 => array( 'Post' => array( 'id' => '726', 'name' => 'Máy toàn đạc điện tử Leica - Hỏi và Đáp', 'code' => null, 'alias' => 'may-toan-dac-dien-tu-leica-hoi-va-dap', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Leica Geosystems <span style="text-align: justify;">cung cấp nhiều dòng </span><span style="box-sizing: border-box; text-align: justify;">máy toàn đạc điện tử</span><span style="text-align: justify;"> phù hợp với các yêu cầu khác nhau của người dùng. Cùng tìm hiểu!</span></span></span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Một số câu hỏi thường gặp về máy toàn đạc điện tử Leica</strong></span></span><br /> </h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy toàn đạc Leica có thể được sử dụng cho việc đo đạc trong môi trường nước không?</strong><br /> <br /> Máy toàn đạc Leica không thích hợp cho việc đo đạc trong môi trường trong nước vì nước có thể ảnh hưởng đến hiệu suất và độ bền của máy. Trong trường hợp cần đo đạc trong môi trường nước, hãy xem xét sử dụng các thiết bị chống nước hoặc các phương pháp đo đạc khác.<br /> <br /> <strong>2. Làm thế nào để kiểm tra độ chính xác của máy toàn đạc Leica?</strong><br /> <br /> Để kiểm tra độ chính xác của máy toàn đạc Leica, bạn có thể thực hiện việc đo đạc lại các điểm đã biết trước đó và so sánh kết quả. Ngoài ra, kiểm tra và calibrate máy toàn đạc định kỳ là cách tốt nhất để đảm bảo độ chính xác của máy.<br /> <br /> <strong>3. Máy toàn đạc Leica có thể đo đạc trong thời tiết khắc nghiệt mưa gió, bão lớn không?</strong><br /> <br /> Máy Leica được thiết kế để hoạt động trong các điều kiện thời tiết bình thường. Tuy nhiên, trong các điều kiện thời tiết khắc nghiệt như mưa, tuyết, hoặc gió mạnh, việc đo đạc có thể gặp khó khăn và dễ bị ảnh hưởng.<br /> Trắc địa Thành Đạt khuyến nghị tránh sử dụng máy trong những điều kiện này để đảm bảo an toàn và độ chính xác của kết quả đo đạc.<br /> <br /> <strong>4. Cần bao lâu để sử dụng thành thạo máy toàn đạc Leica?</strong><br /> <br /> Thời gian học và trở thành người sử dụng thành thạo máy Leica phụ thuộc vào trình độ và kinh nghiệm của mỗi người. Thông thường việc học cách sử dụng máy Leica có thể mất từ vài tuần để làm quen với các tính năng và kỹ thuật sử dụng cho thành thạo.<br /> <br /> <strong>5. Máy toàn đạc Leica có tích hợp GPS không?</strong><br /> <br /> Có. Nhiều mẫu máy toàn đạc Leica hiện nay được trang bị tính năng tích hợp GPS, cho phép đo đạc tọa độ địa lý và định vị với độ chính xác cao.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">II. Một số dòng máy toàn đạc điện tử Leica hiện có</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems tạo ra các giải pháp hoàn chỉnh cho các chuyên gia trên khắp thế giới.</span></span> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, Leica cung cấp nhiều dòng máy toàn đạc điện tử phù hợp với các yêu cầu khác nhau của người dùng. Cụ thể: </span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica FlexLine</strong>: Loạt máy toàn đạc linh hoạt, dễ sử dụng, chuyên nghiệp, và có khả năng kết nối GPS.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-FlexLine-Series-Content-Teaser-Image-1680x885(1).jpg" style="width: 800px; height: 380px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Viva</strong>: Dòng máy toàn đạc tích hợp với công nghệ thuộc GPS/GNSS, cho phép đo đạc và định vị tốt trên một loạt ứng dụng.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Viva_CS15_CS10_field_controller_2480x750.jpg" style="width: 800px; height: 242px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Nova</strong>: Thiết bị đo đạc đa năng với tích hợp GPS, công nghệ xác định tọa độ cao cấp và khả năng làm việc trong môi trường khắc nghiệt nhất.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/estacion-total-auscultacion-leica-nova-tm60-permanente.jpg" style="width: 800px; height: 534px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica iCON</strong>: Dòng máy toàn đạc dành riêng cho ngành xây dựng, với tính năng linh hoạt và công nghệ tiên tiến.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/leica-icon-gps-60.jpg" style="width: 800px; height: 568px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">III. Đơn vị cung cấp máy toàn đạc điện tử Leica UY TÍN</span></span></h2> <br /> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy toàn đạc điện tử của hãng Leica Geosystems, Thụy Sĩ. UY TÍN - CHẤT LƯỢNG!</span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: <strong>0913051734 (call/imesage/zalo)</strong><br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span><br /> </p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: center;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><img alt="" src="/admin/webroot/upload/image/images/Máy toàn đạc diện tử (665 × 295 px) (2).png" style="width: 665px; height: 295px;" /></span></span></p> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> </p> ', 'images' => '2023071215243291bf87733c85c6054f3187c9027e7ff2.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'máy toàn đạc Leica', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-07-12', 'modified' => '2026-04-13', 'status' => '1', 'view' => '13874', 'slug' => 'may-toan-dac-dien-tu-leica-hoi-va-dap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '371', 'rght' => '372', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '725', 'name' => 'Một số lỗi thường gặp khi sử dụng máy thủy bình điện tử', 'code' => null, 'alias' => 'mot-so-loi-thuong-gap-khi-su-dung-may-thuy-binh-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">Máy thủy bình</span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-align: justify;"> </span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">điện tử</span><span style="text-align: justify; background-color: rgb(239, 240, 243);"> dễ sử dụng nhiều tính năng, hiệu quả nhanh, tiết kiệm thời gian và chi phí thực hiện. có độ chính xác cao, thuận tiện sử dụng, được sử dụng nhiều cho các dự án công trình xây dựng hiện nay.</span></span></span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy không lên nguồn</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử thường hoạt động kèm với pin, do đó sẽ có một số trường hợp người dùng lắp pin vào nhưng khi bật nguồn máy lại không lên.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin hết năng lượng hoặc pin hư, không còn khả năng cung cấp năng lượng cho thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiếp xúc giữa pin và máy chưa tốt, chưa đủ cọ xát để năng lượng từ pin truyền qua thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board nguồn của máy thủy bình bị hư, không thể nhận tín hiệu năng lượng từ pin.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra dung lượng pin và sạc pin nếu cần thiết. Mỗi bộ thiết bị thủy bình điện tử chính hãng khi được bán ra đều kèm pin và bộ sạc, bạn có thể dùng bộ sạc để kiểm tra xem mức pin còn bao nhiêu, nếu pin hết năng lượng hãy sạc đầy và lắp lại pin vào máy thủy bình, bật nguồn và kiểm tra lại.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra bộ phận tiếp xúc giữa pin và máy có được đảm bảo hay không, tiến hành tháo lắp pin 2 – 3 lần và bật nguồn để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, sửa chữa hoặc thay thế Board nguồn. Khi đã thử hai cách trên nhưng máy thủy bình điện tử vẫn không lên nguồn, bạn hãy tìm đến một đơn vị sửa chữa máy thủy bình uy tín để các chuyên viên kỹ thuật kiểm tra Board nguồn, sửa chữa hoặc thay thế nếu cần thiết.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Máy bị hỏng màn hình</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với máy thủy bình tự động, máy thủy bình điện tử hoạt động kèm với 1 màn hình để hiển thị dữ liệu. Máy bị hỏng màn hình dẫn đến việc thao tác bị gián đoạn.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm màn hình bị hư, đứt nét.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị đen LCD làm ảnh hưởng đến hiển thị của màn hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board màn hình bị hư.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục: Bạn không nên tự ý tháo màn hình vì rất dễ làm hư hỏng linh kiện của thiết bị mà nên liên hệ với đơn vị uy tín để được tư vấn thay thế màn hình mới.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (Quảng cáo trên Facebook) (5).png" style="width: 680px; height: 356px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Máy bị lệch bọt thủy</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bọt thủy là bộ phận giúp cân bằng máy thủy bình điện tử. Khi bọt thủy nằm trong vòng tròn hiệu chuẩn ở mọi góc xoay có nghĩa là máy đã ở trạng thái cân bằng tối ưu, có thể sử dụng để đo đạc, thu thập dữ liệu. Bọt thủy của máy thủy bình điện tử bị lệch là trường hợp khi đã cân bọt thủy ở góc máy này, nhưng khi xoay sang góc máy khác thì bọt thủy lại bị lệch khỏi tâm.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm suy giảm các chức năng của máy, dẫn đến bọt thủy không còn khả năng cân bằng chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình vận chuyển làm máy bị va đập, rơi rớt, làm ảnh hưởng tới các linh kiện trong máy, dẫn đến sai lệch.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và hiệu chuẩn lại bọt thủy của máy thủy bình điện tử. </span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Máy bị sai cao độ góc i</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai cao độ góc i ở máy thủy bình điện tử nguyên nhân cũng tương tự như khi máy bị lệch bọt thủy.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy đã sử dụng lâu ngày, trong quá trình sử dụng và vận chuyển dẫn đến máy bị sai lệch.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy bị va đập, rơi rớt làm ảnh hưởng đến chức năng đo cao độ góc i của máy.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân chỉnh, hiệu chuẩn lại chức năng đo cao độ góc i của máy.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li> </ul> <h2 style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Giới-Thiệu-Máy-Thủy-Bình-Diện-Tử-Leica-Sprinter-250M-01.png" style="width: 620px; height: 334px;" /></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Máy không nhìn rõ mục tiêu</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử có hai bộ phận chính: Bộ phận ngắm và bộ phận cân bằng máy. Khi máy không nhìn rõ mục tiêu, nguyên nhân chủ yếu đến từ bộ phận ngắm (ống kính, thị kính, vật kính và ốc điều quang).<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thị kính của máy thủy bình bị dơ, mờ, bị trầy dẫn đến việc nhìn không rõ, hoặc bị vệt trên tầm nhìn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống tiêu cự của máy bị lỗi, máy không thể điều quang dẫn đến nhìn mục tiêu không rõ.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vệ sinh lại thị kính, vật kính và hệ thống ống ngắm cẩn thận, đảm bảo bộ phận ngắm sạch sẽ, sau đó kiểm tra lại tầm nhìn của máy. Nếu thị kính hoặc vật kính bị vỡ cần tiến hành thay thế mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra lại hệ thống tiêu cự của máy thủy bình điện tử, nếu bị lỗi cần tiến hành sửa chữa.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Máy không nhận mia</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm khác biệt lớn nhất giữa máy thủy bình tự động và máy thủy bình điện tử là chức năng thu thập dữ liệu. Nếu với máy thủy bình tự động, người dùng phải tự ngắm mia và ghi lại dữ liệu thì máy thủy bình điện tử có thể tự thực hiện chức năng này. Khi máy thủy bình nhận hình ảnh từ mia, máy sẽ tự ghi lại số và lưu lại trong máy, giảm thời gian và khả năng sai sót do ghi số thủ công. Tuy nhiên, trong quá trình sử dụng, có một số trường hợp máy thủy bình điện tử không nhận mia, khiến việc đo đạc gặp khó khăn.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đo có ánh sáng quá cao, hệ thống ống ngắm không thể nhìn rõ các vạch trên mia.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mã vạch trên mia bị mờ do quá trình sử dụng lâu ngày hoặc do sử dụng các loại mia không chính hãng, chất lượng sản phẩm không đảm bảo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ đo cạnh của máy thủy bình điện tử bị lỗi, dẫn đến máy không thể nhận tín hiệu từ mia.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm giảm độ sáng tại vị trí đo, đảm bảo ánh sáng vừa đủ, không bị lóe sáng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra mã vạch trên mia, nếu vạch bị mờ cần tiến hành thay thế mia mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và sửa chữa lại bộ đo cạnh của máy thủy bình điện tử.</span></span></li> </ul> <h2 style="text-align: center;"> <span style="display: none;"> </span><span style="display: none;"> </span><img alt="" src="/admin/webroot/upload/image/images/White Minimalist Phone Sale Facebook Ad (26).png" style="width: 680px; height: 356px;" /><span style="display: none;"> </span><span style="display: none;"> </span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Máy bị hỏng bộ vi động, ốc cân bằng máy cong, đế máy bị vỡ</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử bị hỏng bộ vi động, ốc máy cân bằng bị cong hay đế máy bị vỡ nguyên nhân thường do tác động của ngoại lực từ bên ngoài như: Máy bị rơi rớt, va đập trong quá trình sử dụng, vận chuyển…<br /> <br /> >>> Cách khắc phục: Thay thế các linh kiện mới cho máy. </span></span><br /> <br /> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">8. Địa chỉ cung cấp, sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;"> </span></span></span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p> <br /> <ul> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cung cấp dịch vụ với giá cả phải chăng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Giải quyết triệt để lỗi cho khách hàng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Đưa ra giải pháp cho khách hàng để đảm bảo tiến độ công việc.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Hỗ trợ kỹ thuật 24/7 cho khách hàng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cam kết thay thế hàng chính hãng, đúng báo giá.</span></span></span></li> </ul> <br style="margin: 0px; padding: 0px;" /> <div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">Máy thủy bình giá tốt nhất thị trường!</span></a></span></strong></span></span></div> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" /> <span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span><br /> <br /> <br /> <span style="display: none;"> </span><span style="display: none;"> </span><span style="display: none;"> </span></p> <p style="text-align: center;"> </p> ', 'images' => '20230704143801c5eb0d3742fb8b6ad56547ffad0ba043.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình điện tử', 'meta_key' => 'Máy thủy bình, maythuybinh, may thuy binh, máy thủy chuẩn, máy thủy bình giá rẻ, máy thủy bình tốt', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-07-04', 'modified' => '2026-04-13', 'status' => '1', 'view' => '14414', 'slug' => 'mot-so-loi-thuong-gap-khi-su-dung-may-thuy-binh-dien-tu', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '369', 'rght' => '370', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '724', 'name' => 'Cho thuê máy toàn đạc Leica, Nikon, Topcon, Sokkia - UY TÍN, CHẤT LƯỢNG, GIÁ RẺ!', 'code' => null, 'alias' => 'cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">A. Ưu điểm của việc thuê máy toàn đạc</span></span></span><br /> </h2> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span></span><br /> </p> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiết kiệm chi phí</strong>: Thay vì phải đầu tư một khoản lớn để sở hữu thiết bị bạn chỉ phải trả một khoản phí thuê hợp lý. Điều này giúp giảm bớt áp lực tài chính và tối ưu hóa nguồn lực cho các công trình xây dựng khác.</span></span></span></li> </ul> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Được trang bị các thiết bị hiện đại</strong>: Công nghệ liên tục thay đổi phát triển và máy toàn đạc điện tử ngày càng được cải tiến mới với nhiều tính năng thông minh. Khi thuê máy toàn đạc, bạn sẽ được trang bị những thiết bị công nghệ mới nhất và hàng chất lượng cao. Điều này giúp tăng khả năng làm việc hiệu quả và chính xác hơn.</span></span></span></li> </ul> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ kỹ thuật chuyên nghiệp:</strong> Thông qua việc thuê máy toàn đạc từ ở công ty trắc địa cung cấp uy tín, bạn sẽ được hỗ trợ kỹ thuật từ những chuyên gia kỹ sư trắc địa có kinh nghiệm trong lĩnh vực này. Họ có thể cung cấp hướng dẫn sử dụng, tư vấn về các tính năng của máy và giải đáp những câu hỏi liên quan. Điều này giúp đảm bảo rằng bạn sử dụng máy toàn đạc một cách hiệu quả và đạt được mục tiêu đo đạc của bạn.</span></span></span></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/262902911_4599318893479992_869197789067446392_n.jpg" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 620px; height: 496px;" /></p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B. Ứng dụng của máy toàn đạc</span></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng và kiến trúc</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với khả năng đo đạc chính xác và nhanh chóng, máy toàn đạc giúp xác định vị trí và kích thước của các công trình xây dựng. Nó cung cấp thông tin quan trọng để thiết kế và triển khai các bản vẽ kỹ thuật.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chất và môi trường</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực địa chất và môi trường, máy toàn đạc được sử dụng để thăm dò và điều tra các đặc điểm địa hình, đo lường khoảng cách và góc độ. Máy toàn đạc cho phép các nhà khoa học và kỹ sư thu thập dữ liệu chính xác để nghiên cứu địa chất và môi trường, đo đạc sự biến đổi đất đai, xác định vị trí các tầng đất, hay theo dõi môi trường tự nhiên.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đường hầm và cầu đường</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các dự án đường hầm và cầu đường quan trọng máy toàn đạc có khả năng làm việc trong môi trường khó khăn như dưới lòng đất hay trên mặt nước. Chúng được sử dụng để đo lường và kiểm tra độ chính xác của các công trình này, bao gồm việc xác định độ cao, kích thước và hình dạng.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khai thác mỏ và dự án năng lượng</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong ngành khai thác mỏ và dự án năng lượng, máy toàn đạc cung cấp những giải pháp đo đạc hiệu quả. Máy có thể được sử dụng để xác định vị trí và hướng di chuyển của các đường ống, cáp điện, hay các thiết bị liên quan đến khai thác tài nguyên. Nó cũng giúp trong việc đo lường diện tích và thể tích của các khu vực khai thác.</span></span><br /> </p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C. Lợi ích khi thuê máy toàn đạc tại Trắc địa Thành Đạt</span></span></span></h2> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Chi phí thuê máy đo đạc hợp lý, phù hợp với mọi đối tượng khách hàng.</span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Sản phẩm cho thuê là chính hãng. Các thiết bị được hiệu chuẩn và kiểm nghiệm trước khi cho thuê.</span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Tiết kiệm thời gian và chi phí bảo quản thiết bị (do được Trắc địa Thành Đạt hỗ trợ và đồng hành).</span></span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Được hướng dẫn sử dụng thiết bị miễn phí và được hỗ trợ kỹ thuật trong suốt quá trình đo đạc.</span></span></span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Có nhiều lựa chọn về model máy, số lượng, hãng sản xuất phù hợp nhằm đáp ứng yêu cầu từng công việc và quy mô dự án khác nhau.</span></span></span></span></span></span></span></li> </ul> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Banner cho thuê(1).png" style="width: 620px; height: 480px;" /></p> ', 'images' => '202306301101391234188fcd92b5895e1b963955b27a3f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'cho thuê máy toàn đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '723', 'name' => 'Sai số góc i ở máy thủy bình tự động - cách kiểm tra và khắc phục ', 'code' => null, 'alias' => 'sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình di chuyển, vận hành sử dụng máy thuỷ bình không thể tránh khỏi những va chạm gây ảnh hưởng tới độ chính xác của máy. Khi đó kết quả công việc sẽ không còn đảm bảo độ chính xác, bạn cần phải kiểm tra hiệu chỉnh lại thiết bị của mình. Một trong những sai số chính gây sai lệch kết quả trên máy thuỷ bình chính là sai số góc i. </span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Sai số góc i là gì</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sai số góc i</span> là độ lệch của các tia ngắm nằm ngang ở trên máy thủy bình so với mặt nước biển phẳng lặng. Khi máy thuỷ bình tồn tại sai số góc i sẽ dẫn đến các kết quả đo cao độ không còn chính xác. Khi khoảng các đọc từ máy thủy bình đến mia càng xa thì kết quả sẽ chịu ảnh hưởng của sai số góc i càng lớn.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính vì sự ảnh hưởng rất lớn của sai số góc i tới kết quả đo nên <span style="box-sizing: border-box;">trước khi bắt đầu triển khai dự án cần có công tác kiểm tra sai số góc i</span> để đảm bảo độ chính xác của kết quả đo.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu trong quá trình kiểm tra thấy sai số lớn, vượt quá giới hạn cho phép trong tiêu chuẩn. Lúc này thiết bị của bạn cần được mang đến các trung tâm <span style="box-sizing: border-box; touch-action: manipulation;">kiểm định hiệu chỉnh lại máy thủy bình</span>, nhằm tránh ảnh hưởng của các nguồn sai số đến kết quả đo.</span></span></span></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm nghiệm sai số góc i máy thủy bình là kiểm tra độ lệch của tia ngắm nằm ngang, kiểm tra để có phương án hiệu chuẩn, hạn chế sai sót trong phép đo cao độ. Cách kiểm tra sai số góc i ngoài thực địa là dùng phương pháp đo khép trạm giữa hai mốc cố định A và B.</span></span></span><br /> <br /> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/may-thuy-binh-dung-de-lam-gi.jpg" style="width: 547px; height: 500px;" /></span></span></span></p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách kiểm tra sai số góc i</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 1:</strong> Dùng 2 thước vạch đặt tại 2 điểm A và B cách nhau một khoảng Δ = 60 m. Máy sẽ được đặt tại vị trí Δ/2 giữa 2 điểm A và B như hình sau:</span></span><br /> </p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify; box-sizing: border-box;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm).png" style="width: 800px; height: 258px;" /></span></span></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 2:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Sau khi máy được đặt đúng vị trí như hình, tiến hành đọc số trên thước A (hA).</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 3:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Quay máy 180° và đọc số trên thước B (hB). Kết quả sẽ thu được hiệu giữa 2 số đọc là: Δh1 = hA – hB.</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 4:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Di chuyển máy và đặt máy tại vị trí cách 1 khoảng là Δ1 so với vị trí thước đặt tại điểm A. Xem minh họa như trên hình sau:</span></span></span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm) (2)(1).png" style="width: 800px; height: 258px;" /></span></span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><strong style="text-align: justify;">Lưu ý:</strong><span style="text-align: justify;"> Δ1 không bé hơn khoảng cách tối thiểu mà máy thủy bình cần kiểm tra có thể đo được.</span></em><br style="text-align: justify;" /> <br /> <strong style="text-align: justify;">Bước 5:</strong><span style="text-align: justify;"> Khi đã đặt máy chính xác, ta sẽ đọc số đọc số trên thước A (hA’).</span><br style="text-align: justify;" /> <strong style="text-align: justify;">Bước 6:</strong><span style="text-align: justify;"> Tiếp tục quay máy 180° đọc số trên thước B (hB’). Cuối cùng xác định được hiệu giữa 2 số đọc là: Δh2 = hA’ – hB’.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 7:</strong> Xác định sai số góc i của máy thủy bình</span></span></p> <ul style="box-sizing: border-box; list-style-position: initial; list-style-image: initial; margin-top: 0px; padding: 0px; margin-bottom: 1.3em; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 1: Nếu (Δh1-Δh2) ≤ 3mm góc i của máy đạt tiêu chuẩn có thể tiếp tục các thao tác đo đạc với máy thủy bình</span></span></span></li> <li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 2: Nếu (Δh1-Δh2) >3mm máy thuỷ bình cần được kiểm tra và hiệu chỉnh để loại bỏ sai số này, nhằm tránh ảnh hưởng tới kết quả đo.</span></span></span></li> </ul> <h2 id="b-dia-chi-cung-cap-may-toan-dac-cu-uy-tin-tai-ha-noi " style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">3. Nguyên nhân và cách khắc phục, xử lý sai số góc i máy thủy bình</strong></span></span></span></span></span></h2> <br /> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <em><strong><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Nguyên nhân: </span></span></span></strong></em><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Do đặc thù công tác đo đạc là đo thực tế, môi trường ngoại cảnh, vì vậy khó tránh khỏi được các tác động bên ngoài như:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động vật lý, va chạm với các vật thể khác trong quá trình di chuyển.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trường hợp rơi rớt không mong muốn.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết bị sử dụng thời gian dài không được kiểm định, kiểm tra định kỳ...</span></span></span></li> </ul> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động này chính là nguyên nhân dẫn đến lỗi sai cao độ góc i của máy thủy bình và các lỗi khác như:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình bị lệch bọt thủy, làm cho cao độ của máy bị sai.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc tự cân bằng của máy thủy bình bị lỗi, hoạt động không chính xác, dây chữ thập hồi về không đúng khiến máy bị sai.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mia bị nghiêng dẫn đến kết quả đo bị đọc sai.</span></span></span></li> </ul> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa phần các nguyên nhân trên đều có thể khắc phục và xử lý khi được phát hiện kịp thời.</span></span></span></p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <strong><em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Cách khắc phục, xử lý lỗi sai cao độ góc i máy thủy bình</span></span></span></em></strong></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế các tác động vật lý trong quá trình sử dụng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cẩn thận trong quá trình di chuyển thực địa, tránh để thiết bị rơi rớt.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến hành kiểm định, hiệu chuẩn lại sai số góc i theo định kỳ.</span></span></span></li> </ul> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">4. Địa chỉ sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span></span></span></span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p> <br /> <ul> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color:#000000;"><span style="margin: 0px; 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padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" /> <span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span></p> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Banner (6)(1).png" style="width: 800px; height: 419px;" /></p> ', 'images' => '20230613161608bf1441d7309d39dcda6ef0cd7b63dc28.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình', 'meta_key' => 'Máy thủy bình, maythuybinh, may thuy binh, máy thủy chuẩn, máy thủy bình giá rẻ, máy thủy bình tốt', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-06-13', 'modified' => '2026-04-13', 'status' => '1', 'view' => '21331', 'slug' => 'sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '365', 'rght' => '366', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '722', 'name' => 'Tìm hiểu về máy định vị GNSS RTK của hãng Geomate', 'code' => null, 'alias' => 'tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="line-height: 107%; color: rgb(51, 62, 72); background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">GEOMATE</span></strong><span style="line-height: 107%; color: rgb(51, 62, 72); background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> là thương hiệu đến từ Singapore, được thành lập vào năm 2018. </span><strong style="box-sizing: border-box"><i>GeoMate Positioning</i></strong> cung cấp các hệ thống và giải pháp khảo sát trên mặt đất, hàng hải và trên không cao cấp cho khách hàng trên toàn thế giới. </span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="color:#000000;"><strong>I. Tìm hiểu về hãng Geomate - Singapore và các dòng máy RTK của hãng</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="color:#b22222;"><strong>GEOMATE</strong></span> là thương hiệu đến từ Singapore, được thành lập vào năm 2018. <span style="color:#b22222;"><strong>GeoMate Positioning</strong></span> cung cấp các hệ thống và giải pháp khảo sát trên mặt đất, hàng hải và trên không cao cấp cho khách hàng trên toàn thế giới. Với nhiều kinh nhiệm trong ứng dụng địa lý học, nhóm phát triển các giải pháp khảo sát đáp ứng đầy đủ mong đợi của khách hàng về hoạt động hiệu quả nhất trong lĩnh vực trắc địa. Với việc xây dựng nhà máy tại Singapore Geomate <strong>đảm bảo rằng các sản phẩm của hãng luôn đạt được các tiêu chuẩn chất lượng cao nhất</strong>. Các giao thức và giải pháp của GeoMate cực kỳ đáng tin cậy và là sự lựa chọn hoàn hảo của khách hàng trên toàn thế giới.</span><br /> <br /> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;">Máy định vị GNSS RTK của Geomate được sử dụng trong: khảo sát trắc đạc, nghiên cứu địa lý, khảo sát địa chất, nông nghiệp, hàng không… . Cụ thể: </span></p> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Khảo sát thành lập lưới khống chế tọa độ với sai số cực thấp.</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Đo vị trí chi tiết, phục vụ công tác lập bản đồ, nghiên cứu địa hình, địa chính…</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Bố trí điểm trên mặt đất cho chuyển điểm, thiết kế thực địa.</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Tính diện tích, giao hội, bố trí đường cong diện tích.</span></li> </ul> <div align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Ba dòng máy của hãng Geomate là SG5, SG7 và SG9 <span style="color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif;">có khả năng cho kết quả đo đạc với độ chính xác cực kỳ cao. Các máy đều được tối ưu, cải tiến để đo đạc ở những khu vực có điều kiện khó khăn. </span></span></div> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Hiệu suất RTK của 3 dòng SG5, SG7, SG9 đều tốt hơn khi tiến hành khảo sát tại các vị trí khó. Những nơi như dưới tán cây, gần tòa nhà cao,… đều có độ chính xác và độ tin cậy vượt trội.</span></li> <li> <span style="font-size:14px;">Tích hợp thêm bộ lọc tín hiệu mới. Tính năng này giúp lọc các tín hiệu từ các vệ tinh bất chấp chất lượng tín hiệu kém hay nhiễu sóng ở trong khu vực đông dân cư.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li> <span style="font-size:14px;">Thu nhận và sắp xếp các tín hiệu linh hoạt. Cả 3 thiết bị đều có khả năng tích hợp và kết hợp các tín hiệu từ các hệ thống vệ tinh, trạm CORS hãy các trạm thu tín hiệu mặt đất khác. Khả năng này hoàn toàn tối ưu độ chính xác ngay tại vị trí đo.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li> <span style="font-size:14px;">3 dòng máy RTK Geomate mới này đều có khả năng bắt được nhiều vệ tinh hơn và tín hiệu hơn. Do có hiệu suất RTK và khả năng thu kênh đều từ 600 kênh trở lên.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> </div> </div> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;">II. So sánh 3 dòng máy RTK của hãng Geomate</span></h2> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <br /> <span style="font-size:14px;"><iframe allow="fullscreen" allowfullscreen="allowfullscreen" loading="lazy" src="https://www.canva.com/design/DAFlZbTVW_c/view?embed" style="position: relative; width: 100%; height: 600px; max-height: 80vh; border: none; padding: 0; margin: 0; overflow: hidden;"></iframe></span></p> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III. Đơn vị cung cấp máy RTK UY TÍN</span></span></h2> <br /> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: Hi - Target, E-survey, eFix, Foif, Geomate,.... tại Việt Nam. </span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> </p> <p style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Gray Fashion Shop Online Instagram Story (665 × 295 px) (10).png" style="width: 665px; height: 295px;" /></p> ', 'images' => '20230610130103ba655f12a66201f445f6816a87ffe480.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-06-10', 'modified' => '2026-04-13', 'status' => '1', 'view' => '16595', 'slug' => 'tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '363', 'rght' => '364', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '720', 'name' => 'Sai số trong đo đạc và cách khắc phục', 'code' => null, 'alias' => 'sai-so-trong-do-dac-va-cach-khac-phuc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là không thể tránh khỏi. Tuy nhiên, để việc đo đạc đạt hiệu quả, người thực hiện cần hiểu nguyên nhân để áp dụng phương pháp hạn chế phù hợp nhất.</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sai số trong đo đạc là gì?</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là khoảng giá trị chênh lệch giữa những lần đo hoặc giá trị tính được so với giá trị thực tế hay giá trị chính xác của một đại lượng nào đó. Hoặc có thể hiểu đơn giản, sai số trong đo đạc là giá trị chênh lệch giữa giá trị đo với giá trị thực tế theo một xác suất nhất định.<br /> <br /> Trong quá trình đo đạc, việc thực hiện đo nhiều lần cùng một đại lượng sẽ mang lại những giá trị đo giữa các lần đo không giống nhau. Điều đó cho thấy rằng giữa các kết quả đo luôn có sai số, đồng thời giá trị đo được chỉ mang tính tương đối, gần đúng.<br /> <br /> Sai số thực được ký hiệu là ∆i và sai số gần đúng được ký hiệu là Vi. Các sai số này được tính theo công thức:<br /> <br /> <strong>∆i = X – Li<br /> Vi = x – Li</strong><br /> <br /> Với:</span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X là giá trị thực</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">x là giá trị gần đúng nhất (trị xác suất)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li là giá trị đo lần thứ i.</span></span></em></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bởi vì điều kiện đo giữa các lần đo là khác nhau, thế nên sẽ dẫn đến ∆i và Vi giữa các lần đo cũng khác nhau.<br /> <br /> Sai số trong đo đạc phát sinh từ nhiều nguồn khác nhau, dựa vào các nguồn đó để phân loại sai số và từ đó có cách giảm thiểu tương ứng.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Anwendung1-Bosch-GIM-60-Digitaler-Neigungsmesser.jpg" style="width: 620px; height: 414px;" /></span></span></p> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Phân loại sai số trong đo đạc</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa vào nguồn gốc gây ra sai số, có 3 loại sai số trong đo đạc:</span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Sai số sai lầm </strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này được phát sinh từ sự thiếu cẩn thận trong quá trình đo, chẳng hạn như đo sai, tính sai hoặc có thể là ghi sai. Khi đo lặp lại ít nhất 1 lần, người đo sẽ có thể phát hiện được sai số này.<br /> Trong quá trình đo đạc, thông thường sẽ gặp một số trường hợp có xuất hiện sai số rất lớn của giá trị tuyệt đối mà lẽ ra sẽ không mắc phải với điều kiện đó, những sai số đó chính là sai số sai lầm.<br /> <br /> <em><strong>Ví dụ:</strong> Một ngôi nhà cho giá trị chiều dài là 50 mét, nhưng khi đo lại cho kết quả là 52 mét, thì 2 mét chính là giá trị sai số sai lầm.</em></span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Sai số hệ thống</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này phát sinh do dụng cụ đo chưa được hoàn chỉnh, do tật của người đo, hoặc có thể phát sinh do sự thay đổi của điều kiện ngoại cảnh. Sai số hệ thống có giá trị và dấu không đổi và xuất hiện lặp đi, lặp lại giữa các lần đo.<br /> <br /> <em><strong>Ví dụ</strong>: Khi đo một đoạn thẳng bằng thước dài 20 mét, nhưng trên thực tế, chiều dài lúc đó của thước đang là 20.001 mét. Vì vậy, mỗi lần sử dụng thước để đo, kết quả sẽ có độ lớn sai số là 1 milimet, đây được gọi là sai số hệ thống.</em></span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Sai số ngẫu nhiên</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này sinh ra từ kết quả của sự tác động qua lại giữa nhiều nguồn sai số khác nhau, cũng như do sự biến đổi không ngừng của điều kiện đo đạc. Sai số ngẫu nhiên có dấu và giá trị không thể xác định cụ thể trước, có thể lớn, bé, âm dương,…<br /> <br /> <strong>Sai số ngẫu nhiên có một số tính chất như:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính giới hạn: Khi đo đạc trong một điều kiện xác định, sai số ngẫu nhiên không vượt giới hạn nhất định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tập trung: Giá trị tuyệt đối của sai số ngẫu nhiên càng nhỏ, số lần xuất hiện của sai số càng nhiều.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính đối xứng: Những sai số ngẫu nhiên có giá trị tuyệt đối bằng nhau, nhưng trái dấu với nhau thì có số lần xuất hiện ngang nhau.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính bù trừ: Trung bình cộng giữa các sai số ngẫu nhiên sẽ dần tiến về giá trị “0” khi số lần đo tăng lên vô hạn.</span></span></li> </ul> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ví dụ:</strong> Một thước đo có độ chia nhỏ nhất đến đơn vị milimet thì sai số khi đọc thước ở phần ước lượng có giá trị nhỏ hơn milimet được gọi là sai số ngẫu nhiên.</span></span></em> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách khắc phục sai số trong đo đạc</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối với từng loại sai số khác nhau, sẽ có các phương pháp để hạn chế sai số phù hợp. Cụ thể:</span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.1 Đối với sai số sai lầm</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số sai lầm là dạng sai số xuất phát từ nguyên nhân chủ quan, do đó loại sai số này có thể được khắc phục bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc kỹ, cẩn thận, không cho phép phát sinh sai lầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phải xác định được sai lầm cụ thể để loại bỏ khỏi kết quả đo thông qua việc kiểm tra lặp lại kết quả.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.2 Đối với sai số hệ thống</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số hệ thống có thể được hạn chế bằng các phương pháp như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường xuyên kiểm nghiệm và hiệu chỉnh dụng cụ, thiết bị đo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi phương pháp đo phù hợp với điều kiện ngoại cảnh hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính toán số hiệu chỉnh vào các kết quả đo đạc.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.3 Đối với sai số ngẫu nhiên</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số ngẫu nhiên là loại sai số không thể loại bỏ, người đo đạc chỉ có thể hạn chế bằng phương pháp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thiết bị, dụng cụ đo tốt hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi, sử dụng phương pháp đo phù hợp hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thời điểm thực hiện đo và số lần đo đạc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính kết quả trung bình từ những sai số ngẫu nhiên sau nhiều lần đo đạc và trong các điều kiện đo khác nhau.</span></span></li> </ul> <h2> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Đơn vị kiểm nghiệm, hiệu chỉnh thiết bị đo đạc UY TÍN</strong></h2> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trắc địa Thành Đạt</strong> là đơn vị chuyên cung cấp và hiệu chỉnh các thiết bị đo đạc UY TÍN tại Việt Nam. Với đội ngũ kỹ thuật viên có tay nghề cao, có kinh nghiệm nhiều năm trong hoạt động sửa chữa, kiểm nghiệm thiết bị đo đạc Trắc địa Thành Đạt sẽ là điểm đến uy tín với mọi khách hàng khi có nhu cầu. </span></span></p> <p style="text-align: center;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: center; margin: 0px; padding: 0px;">---------</strong></p> <p style="text-align: center;"> <br style="text-align: center; margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px;" /> <span style="text-align: center; margin: 0px; padding: 0px; font-family: arial; font-size: 13px; color: rgb(204, 51, 0);"><span style="margin: 0px; padding: 0px; font-family: "trebuchet ms", helvetica, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 15.2px;"><span style="margin: 0px; padding: 0px; font-size: 13px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">TRẮC ĐỊA THÀNH ĐẠT - LUÔN ĐỒNG HÀNH CÙNG BẠN!</strong></span></span></span></span></span><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-family: Arial, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Website: </span></span></span></span><span style="text-align: center; margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: Arial, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR0x636a91TsCqofuE-ef6CJaPwGi8ex_pmRzQ9FGfSh79coomyKg0kW80w" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="text-align: center; margin: 0px; padding: 0px; font-size: 13px; color: rgb(0, 0, 0); font-family: Arial, sans-serif;" /> <br style="text-align: center; margin: 0px; padding: 0px; font-size: 13px; color: rgb(0, 0, 0); font-family: Arial, sans-serif;" /> <span style="text-align: center; margin: 0px; padding: 0px; font-family: arial; font-size: 13px; color: rgb(204, 51, 0);"><span style="margin: 0px; padding: 0px; font-family: Arial, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Hotline: <strong style="margin: 0px; padding: 0px;">0<span style="margin: 0px; padding: 0px; font-family: "lucida sans unicode", "lucida grande", sans-serif;">913 051 734/0942 288 388</span></strong></span></span></span></span></p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Banner 21_4.png" style="width: 620px; height: 620px;" /></span></span></p> ', 'images' => '2023052510084176e7dd8aea9bcb2f5c43cb9a723c15c3.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Sai số trong đo đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '719', 'name' => 'Hướng dẫn nhanh cách giao hội máy toàn đạc Leica, Nikon, Topcon, Sokkia', 'code' => null, 'alias' => 'huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hướng dẫn nhanh cách giao hội máy toàn đạc Leica, Nikon, Topcon!</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66); text-align: justify;">1. Khi nào cần thiết lập trạm máy bằng phương pháp giao hội?</span></span></span></h2> <br /> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(73, 73, 73);">Thiết lập trạm máy bằng phương pháp giao hội được thực hiện khi tại vị trí đo đạc hai mốc bị vướng các địa vật và các mốc không thể thông hướng với nhau, không thể thiết lập được trạm máy theo phương pháp thông thường (điểm đặt máy và điểm định hướng), lúc này cần sử dụng phương pháp giao hội để xác định tọa độ điểm đặt máy dựa vào hai điểm gốc.</span></span></span><br /> </p> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Mo-ta-thiet-lap-tram-may-bang-phuong-phap-giao-hoi-600x327.jpg" style="width: 600px; height: 327px;" /></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(51, 51, 51); text-align: justify;">Giao hội nghịch </span><span style="color: rgb(51, 51, 51); text-align: justify;">là một cách thao tác để thành lập một trạm máy có tọa độ. Khác với giao hội thuận, giao hội nghịch có thể đứng một điểm bất kỳ để thành lập trạm máy hay có thể nói s</span><span style="color: rgb(66, 66, 66); text-align: justify;">ử dụng giao hội nghịch nếu ta không dựng được máу toàn đạc tại ᴠị trí 2 mốc tọa độ hoặc 2 mốc tọa độ bị che không thể nhìn thấу nhau.</span></span></span><br /> </p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để hạn chế sai số khi cài đặt trạm máy bằng phương pháp giao hội, người đo cần phải lưu ý một số yếu tố sau:</span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy tại vị trí đất cứng, không bị nhiều yếu tố thi công ảnh hưởng.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đặt máy phải tương đối ở giữa vị trí 2 mốc tọa độ.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng chân ba kẹp sào gương để cố định gương tại 2 mốc lúc giao hội.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai số do người cầm gương gây ra.</span></span></li> </ul> <h2> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(66, 66, 66);">2. Hướng dẫn giao hội máy toàn đạc Topcon</span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi cân bằng máy ở màn hình chính, nhấn <strong>MENU -> [F2]- LAYOUT.</strong><br /> Để lấy file đã có sẵn trong máy, chọn <strong>FILE</strong>, nhấn phím <strong>[F4] – ENTER</strong>. Sau đó nhấn tiếp <strong>[F4]</strong> để chuyển sang trang thứ 2. Khi đã xuất hiện màn hình <strong>LAYOUT</strong>, nhấn <strong>[F2] – NEW POINT -> [F2] – RESECTION</strong>. Bắt đầu chương trình giao hội nghịch (chế độ <strong>Resection</strong>). Màn hình lúc này như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture2.jpg" style="width: 400px; height: 250px;" /></span></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập khai báo tên trạm máy. Máy toàn đạc Topcon sẽ lưu lại tọa độ trạm kể cả khi tắt nguồn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – SRCH: Tìm kiếm lại tọa độ trong máy.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – SKP: Thao tác đi nhanh vào thành lập trạm máy.</span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Tiếp theo, nhập chiều cao máy ở dòng <strong>INS.HT =</strong>. Sau khi nhập xong, màn hình sẽ hiển thị khai báo và nhập điểm định hướng thứ nhất. <strong>N001#</strong> như hình dưới:<br /> <img alt="" src="/admin/webroot/upload/image/images/Picture3.jpg" style="width: 400px; height: 250px;" /></span></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập tên điểm định hướng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – LIST: Hiển thị danh sách các điểm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – NEZ: Vị trí nhập tọa độ trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F4] – ENTER: Thao tác chấp nhận.</span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi nhấn phím <strong>[F4] – ENTER</strong> chấp nhận, tiến hành nhập chiều cao gương.<br /> Quay máy bắt chính xác vào gương điểm thứ nhất, nhấn phím <strong>[F4]- DIST</strong> để thực hiện đo lưu độ điểm thứ nhất. Sau khi đo lưu độ điểm thứ nhất, màn hình máy hiện khai báo điểm định hướng thứ 2. Thao tác khai báo tương tự điểm định hướng thứ nhất.<br /> <br /> Màn hình máy hiển thị sau khi đo lưu điểm thứ 2 như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture7.jpg" style="width: 400px; height: 250px;" /><br /> <br /> Nhấn <strong>[F2] – CALC MEAS DATA</strong>: Tính toán dữ liệu máy đo. Lúc này trên màn hình xuất hiện sai số giao hội:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture4.jpg" style="width: 400px; height: 250px;" /><br /> <br /> <strong>Ấn [F4] – CALC</strong> để thực hiện tính toán:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture5.jpg" style="width: 400px; height: 250px;" /><br /> <br /> Tiếp tục nhấn <strong>[F4] – NEZ</strong> để hiển thị tọa độ máy. Nhấn tiếp <strong>[F3] – YES</strong> để lưu lại tọa độ và hoàn tất lập trạm máy bằng phương pháp giao hội nghịch.</span></span></span><br /> </p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">3. </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hướng dẫn giao hội máy toàn đạc Nikon</span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (28).png" style="width: 665px; height: 295px;" /></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sau khi cân máу хong ở màn hình chính, chúng ta ᴠào <strong>Menu -> F2: Laуout</strong><br /> <br /> Để lấу file đã có ѕẵn <strong>Liѕt -></strong> di chuуển tới<strong> File </strong>bằng phím <strong>ANG -> Enter -> F4</strong> ѕang trang <strong>-> F2 Neᴡ Point -> F2 Reѕection</strong><br /> <br /> Đặt tên điểm cho trạm máу ( đặt bất kì tên nào). Chiều cao máу giả dụ thaу đổi đến các cao độ của các điểm đó<br /> <br /> Điểm đầu tiên ( tìm điểm giao hội thứ 1 trong máу có ѕẵn – điểm ѕố 3) -> <strong>Enter.</strong> <br /> <br /> Ngắm ᴠề gương tại ᴠị trí điểm ѕố 3 gương cân chuẩn, chọn <strong>Diѕt -></strong> chờ хử lý<br /> <br /> Máу hỏi tiếp điểm tụ hội trang bị 2 ( điểm ѕố 6) –<strong>> Enter.</strong> <br /> <br /> Quaу <strong>máу toàn đạc</strong> ᴠề điểm 2, ѕau khi cân gương chuẩn, chọn <strong>Diѕt-></strong> chờ хử lý<br /> <br /> Sau lúc tiến hành hội tụ хong, <strong>F2: Calc Meaѕ.</strong> <strong>Data</strong> tính toán <strong>Reѕidual error:</strong> ѕai ѕố, ѕai ѕố càng nhỏ càng tốt. HD: ѕai ѕố mặt bằng (15 li) dZ: ѕai ѕố cao độ (4 li)<br /> <br /> <strong>F4 calculation -> F4 NEZ,</strong> хuất hiện tọa độ của điểm trạm máу mới, máу hỏ lưu haу không, tìm <strong>F3 Yeѕ</strong></span></span></p> <h2 id="ftoc-heading-5"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66);">4. Hướng dẫn giao hội máy toàn đạc Leica</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao hội nghịch là xác lập tọa nơi đặt máy, thực hiện dựa vào tọa độ của rất nhiều điểm khống chế. Để tiến hành giao hội nghịch, máy toàn đạc rất cần được để ở vị trí nhìn được tối thiểu 2 điểm khống chế. Mặc dù thế để kết quả đo được đúng chuẩn hơn nên xúc tiến đo ít nhất 3 lần.<br /> <br /> Chương trình giao hội nghịch trên dòng máy toàn đạc điện tử Leica được sử dụng rất rộng rãi, rất hữu ích tại những khu vực mà tính thông hướng giữa các mốc không được đảm bảo. Khi đó tính năng giao hội nghịch sẽ được sử dụng để khởi tạo trạm máy. Các bước thực hiện công tác giao hội nghịch (Free Station) được thực hiện như sau:<br /> <br /> Từ <strong>Main Menu</strong> →<strong> 2</strong>. (<strong>Prog</strong>)→<strong>F3</strong> (<strong>Free Station</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture1(1).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Tiếp theo người sử dụng làm như sau:<br /> <br /> - Bước 1: Ấn <strong>F1</strong> (<strong>Set job</strong>): Đặ t tên công việc, bước này tương tự như các chương trình <strong>surveying</strong>, <strong>stake out</strong>.<br /> <br /> - Bước 2: Ấn <strong>F2</strong> (<strong>Set Accuracy limit</strong>): Cài đặt giới hạn độ chính xác cho điểm cần giao hội nếu cần (nếu yêu cầu độ chính xác không cao có thể bỏ qua bước này).<br /> Tại đây người sử dụng có thể nhập giá trị giới hạn của độ lệch tiêu chuẩn. Nếu giá trị tính toán vượt quá giá trị cho phép thì sẽ xuất hiện thông điệp cảnh báo, lúc đó máy sẽ cho phép người sử dụng quyết định tiếp tục đo hay dừng lại. Nếu muốn cài đặt độ chính xác thì tại dòng<strong> Status</strong> dùng phím bật <strong>ON</strong>, ngược lại <strong>OFF</strong>.<br /> <strong> Std.Dev.North</strong>: Độ sai lệch X.<br /> <strong> Std.Dev.East</strong>: Độ sai lệch Y.<br /> <strong> Std.Dev.Height</strong>: Độ sai lệch cao độ H<br /> <strong> Std.Dev.Angle</strong>: Độ sai lệch góc ngang<br /> Sau đó ấn <strong>F4</strong> (<strong>OK</strong>) để cài đặt.<br /> <br /> <em>Ý nghĩa của việc cài đặt độ chính xác giao hội: </em>Giả sử ta đặt độ chính xác cho điểm giao hội với các tiêu chuẩn sai lệch là: ΔX ≤ 5mm, ΔY ≤ 5mm, ΔZ (H) ≤ 5mm,… Thì sau khi máy tính toán giao hội mà sai số tọa độ điểm giao hội nghịch nếu lớn hơn 5mm thì máy sẽ cảnh báo cho người sử dụng biết để chấp nhận kết quả hay dừng lại.<br /> <br /> - Bước 3: <strong>Start</strong> tiến hành đo giao hội Ấn <strong>F4</strong> (<strong>Start</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture2(1).jpg" style="width: 400px; height: 273px;" /><br /> Ở đây, người sử dụng cần:<br /> <strong>Station</strong>: Đặt tên điểm cần giao hội (tức là tên điểm trạm máy)<br /> <strong>hi</strong>: Nhập vào chiều cao máy<br /> Nhập xong ấn <strong>Enter</strong> →<strong> F4</strong> (<strong>OK</strong>), màn hình hiện ra như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture3(2).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Lúc này để đo tới điểm cần đo, người sử dụng có thể làm theo: <br /> Trường hợp 1: Nhập trực tiếp toạ độ điểm đo tới vào, làm như sau: Từ màn hình hiển thị như <em>hình 3</em>, nhập vào:<br /> <strong>PtID</strong>: Tên điểm đo tới<br /> <strong>hr</strong>: Chiều cao gương<br /> Sau đó ấn phím<strong> F4</strong> → <strong>F1</strong> (<strong>ENH</strong>), màn hình hiện ra hình:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Chưa có tên (481 × 328 px).png" style="width: 400px; height: 273px;" /><br /> <br /> Tại đây nhập vào toạ độ điểm đo tới sau đó ấn <strong>Enter</strong> → <strong>F4</strong>(<strong>OK</strong>), rồi ngắm chính xác vào mục tiêu và ấn<strong> F1</strong> (<strong>ALL</strong>) để đo. <br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture5(3).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Ấn phím<strong> F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Sau khi đã đo đủ số lượng điểm đo cần thiết (đo tới tối thiểu 2 điểm và tối đa 5 điểm):<br /> → Để xem kết quả toạ độ điểm giao hội, ấn phím <strong>F3</strong> (<strong>COMPUTE</strong>),<br /> → Để xem phần dư ấn phím [<strong>RESID</strong>],<br /> → Để xem độ l ệch tiêu chuẩn ấn phím <strong>F3</strong> (<strong>StdDev</strong>).<br /> → Để cài đặt toạ độ điểm vừa giao hội được làm toạ độ trạm máy, người sử dụng chỉ việc ấn phím <strong>F4</strong> (<strong>OK</strong>).<br /> Trường hợp 2: Nếu điểm đo tới đã lưu trong bộ nhớ của máy, thì người sử dụng chỉ cần nhập vào tên điểm cần đo tới (ví dụ điểm 5) ở dòng (<strong>PtID</strong>) và chiều cao gương (<strong>hr</strong>) sau đó ấn phím<strong> F1</strong> (<strong>FIND</strong>) để tìm điểm đó<br /> Sau đó lựa chọn đúng điểm, ấn phím <strong>F4 </strong>(<strong>OK</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture6.jpg" style="width: 400px; height: 273px;" /><br /> Tiến hành ngắm chính xác vào điểm đo tới:<br /> - Ấn phím <strong>F1</strong> (<strong>ALL</strong>) để đo,<br /> - Ấn phím <strong>F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Để xem kết quả giao hội làm tương tự như trường hợp 1.<br /> <br /> Kết quả cuối cùng sẽ cho ra tọa độ N(X), E(Y), và cao độ H. Đồng thời máy cũng tính ra phương vị của trạm máy hiện thời. Chính vì thế mà sau khi tiến hành đo giao hội xong người sử dụng có thể chuyển sang chế độ đo khác (<strong>Surveying</strong>, <strong>Stake out</strong>,...) mà không cần tiến hành các bước thiết lập trạm máy và thiết lập định hướng nữa. Ngoài ra phép đo giao hội còn đưa ra độ lệch tiêu chuẩn và phần dư để đánh giá độ chính xác của kết quả đo đồng thời cho ta biết được độ ổn định của các điểm toạ độ vừa đo tới.<br /> <br /> Chúng ta có thể đo ở một vị trí bàn độ trái hoặc phải hoặc đo ở cả hai vị trí bàn độ, không cần xếp thứ tự điểm và thứ tự mặt ống kính khi đo. Nếu một điểm được đo nhiều lần ở một mặt của ống kính thì phép đo hợp lý sẽ được sử dụng để tính toán.<br /> <br /> Nếu phép đo có nhiều hơn số điểm đo cần thiết, bộ xử lý tính toán kết quả sẽ dùng phương pháp số bình phương nhỏ nhất để hiệu chỉnh cho tọa độ phẳng (X, Y), phương pháp trung bình cho cao độ H và góc định hướng.</span></span></p> <div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> - Giá trị đo ở bàn độ trái và bàn độ phải được đưa vào trong tính toán.<br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tất cả các phép đo đều được sử lý ở cùng độ chính xác cho dù chúng được đo ở một vị trí bàn độ hay ở cả hai vị trí bàn độ.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ Y và X được xác định bằng phương pháp số bình phương nhỏ nhất, bao gồm cả độ lệch tiêu chuẩn.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Cao độ cuối cùng được tính toán từ sự trung bình của các chênh cao so với điểm gốc.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Góc định hướng được tính trung bình từ phép đo ở 2 vị trí bàn độ và vị trí mặt bằng đã được tính toán. </span></div> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><em>>>></em></strong> <strong>Lưu ý một số thông điệp hiện thị khi đo:<br /> </strong></span></span></p> <div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> "<em><strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Selected point has no valid data</span></span>!</strong></em>" <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo đã lựa chọn không có tọa độ X hoặc Y.</span></span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Max 5 points supported </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Máy chỉ cho phép đo tối đa 5 điểm.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no position computed </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" "Không cho phép tính ra tọa độ trạm vì đã có dữ liệu không đúng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</strong><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no height computed</em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">": Hoặc cao độ của điểm đo không hợp lệ hoặc là không đủ dữ liệu đo để tính ra cao độ của trạm máy.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Insufficient space in job</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Job hiện thời đã đầy không cho phép lưu trữ thêm dữ liệu.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Hz (I-II) >0.9 deg, measure point again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc bằng lớn hơn 180</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> ± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>V(I-II) > 0.9 deg, measure again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc đứng lớn hơn 360</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> - V± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>More points or distance required </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" " Yêu cầu đo thêm điểm hoặc khoảng cách" vì không đủ dữ liệu đo để tính ra tọa độ trạm.</span></div> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Hướng dẫn giao hội máy toàn đạc Sokkia</span></h2> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Bước 1: Nhấn phím <strong><em>FUNC</em></strong> trên màn hình máy toàn đạc Sokkia đến khi màn hình xuất hiện bạn tiếp tục nhấn vào <em><strong>F1 (MENU)</strong>.</em><br /> <br /> - Bước 2: Sau khi nhấn vào <strong><em>MENU </em></strong>tiếp tục chọn <strong><em>RESECTION </em></strong>để bắt đầu chức năng giao hội.<br /> <br /> - Bước 3: Tiếp theo nhấn chọn <strong><em>NEZ </em></strong>để nhập tọa độ của 2 điểm mốc dùng để giao hội. Sau đó bạn chọn <strong><em>EDIT (F3) </em></strong>hoặc nhấn <strong>READ</strong> để đọc số liệu hiện sẵn trong màn hình máy.<br /> Tiếp theo bạn nhập tọa độ điểm số 2, sau khi nhập tọa độ 2 điểm xong nhấn <strong><em>F4 (MEAS) </em></strong>để đo về các điểm gốc và nhấn <strong><em>F19 (DIST)</em></strong>. Sau đó nhấn <strong><em>F4 (YES) </em></strong>để đo điểm số 1. Sau khi đo điểm 1 tiến hành đo điểm 2. <br /> <br /> - Bước 4: Tiếp theo nhấn <strong>CALC</strong> để tiến hành tính toán tọa độ giao hội điểm đặt máy.<br /> <br /> Trên màn hình sẽ báo sai số vị trí điểm <strong>deltaX</strong>, <strong>deltaY</strong> nếu chấp nhận sai số bạn nhấn <strong><em>REC (F3) </em></strong>để ghi lại tọa độ điểm đặt máy sau giao hội để dùng cho công tác bố trí điểm hoặc các công tác đo đạc khảo sát địa hình.<br /> <br /> <span style="color: rgb(34, 34, 34);"><strong>>>></strong> <strong>Lưu ý:</strong></span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên hiện trường bạn cần tìm điểm đặt máy hợp lý nhằm đảm bảo độ chính xác cao. Bạn cần chọn địa điểm đặt thiết bị sao cho tam giác hợp bởi điểm đặt máy và hai điểm gốc là tam giác cân, để đảm bảo giao hội máy toàn đạc được cho các kết quả đo chính xác nhất.<br /> <br /> Sau khi đo giao hội xong, bạn cần tiến hành kiểm tra các tọa độ điểm gốc xem có bị sai số không. Tiếp theo mới tiến hành bố trí các điểm của công trình hoặc vào chức năng đo đạc chi tiết của máy để đo khảo sát địa hình khu vực để lập bản đồ hay đo đạc tính toán khối lượng đào đắp. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Nên sử dụng các thiết bị như máy thủy bình để dẫn truyền cao độ một cách chuẩn xác nhất.</span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (30).png" style="text-align: center; width: 665px; height: 295px;" /><br /> </p> ', 'images' => '20230508111131dc7a2c77b3d50d2023aaee921bc3a899.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'giao hội máy toàn đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Post' => array( 'id' => '718', 'name' => 'Tìm hiểu về phần mềm PIX4D', 'code' => null, 'alias' => 'tim-hieu-ve-phan-mem-pix4d', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với hơn 55.000 người dùng đang hoạt động trên khắp thế giới, PIX4D đã mở rộng văn phòng của mình ở nhiều quốc gia khác nhau ngoài trụ sở chính là Thụy Sỹ với mục tiêu hỗ trợ khách hàng tốt hơn như: Mỹ, Đức, Tây Ban Nha, Nhật Bản, Trung Quốc…</span></span>', 'content' => '<h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/tracdiathanhdat_vn (7).png" style="width: 650px; height: 545px;" /></strong></span></span></h2> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. PIX4Dmapper – Phần mềm PIX4D dùng trong xử lý ảnh UAV</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmapper là phần mềm nội nghiệp có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái: ảnh RGB, ảnh hàng không, ảnh đa phổ, ảnh nhiệt, ảnh phóng tâm, ảnh 360 độ, video, v.v.<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dmapper:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng quy tắc chồng lớp ảnh để cho ra dữ liệu vô cùng chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn thiện quy trình xử lý ảnh với thiết bị bay không người lái: Thu thập hình ảnh > số hóa > đánh giá, kiểm soát và cải thiện chất lượng> đo lường, tính toán > cộng tác và chia sẻ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý dữ liệu nâng cao, cung cấp kết quả chính xác với giải pháp quan trắc ảnh chuyên nghiệp: giúp người dùng tối ưu hóa quy trình làm việc dựa trên các mẫu xử lý mặc định trên phần mềm hoặc thiết lập quy trình cá nhân.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ và mô hình 3D chính xác từ hình ảnh bằng các công cụ vượt trội: phân loại đám mây điểm tự động; cải thiện bề mặt kỹ thuật số; đo đạc bề mặt, khoảng cách, khối lượng; kiểm soát độ chính xác của dự án; báo cáo chất lượng chi tiết.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/04-de-dang-tinh-toan-kich-thuoc-be-mat-khoang-cach-khoi-luong.jpg" style="width: 650px; height: 366px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xuất dữ liệu đầu ra với nhiều định dạng khác nhau.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu đầu ra của PIX4Dmapper là cơ sở để thành lập bản đồ, đặc biệt là bản đồ 3D,.. chất lượng cao. PIX4Dmapper giúp hoàn thiện xử lý ảnh, từ thu thập dữ liệu đến kiểm soát chất lượng đầu ra và chia sẻ dữ liệu dưới nhe. Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D khác như PIX4Dcloud.<br /> <br /> <strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm thành lập bản đồ và mô hình 3D, PIX4Dmapper có khả năng ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung: Đối với các dự án không bao gồm rừng, tuyết, hồ, cánh đồng nông nghiệp và / hoặc các địa hình khó tái tạo khác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát rừng và thảm thực vật rậm rạp: Đối với dự án có diện tích rừng bao phủ hoặc thảm thực vật rậm rạp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình bằng phẳng, có ruộng: Đối với địa hình bằng phẳng có nội dung trực quan đồng nhất như ruộng nông nghiệp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tòa nhà: Tạo mô hình 3D của các tòa nhà.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bình đồ: Dành cho các khu vực cần thể hiện đường đồng mức.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát chuyến bay: Đối với các dự án có hình ảnh được thực hiện bằng cách sử dụng nhiều chuyến bay.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng thành phố (mặt tiền có thể nhìn thấy): Lập mô hình 3D về các khu vực đô thị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng nội thất 3D: Tạo mô hình 3D cho nội thất của các tòa nhà.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tổng hợp: Dành cho các bộ dữ liệu kết hợp (nội thất / ngoại thất và / hoặc trên không / trên mặt đất và / hoặc nadir / xiên).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng địa vật 3D: Mô phỏng hình ảnh 3D các đối tượng đặc biệt (tháp điện, tuabin gió, đường hầm, v. v.).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp đặc biệt: Khảo sát địa hình tuyết, cát và bề mặt nước (đại dương, hồ, sông, v.v.).</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. PIX4Dsurvey – Phần mềm PIX4D dùng trong số hóa dữ liệu</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm số hóa dữ liệu PIX4Dsurvey là phần mềm nội nghiệp có khả năng số hóa dữ liệu tự động hoặc bán tự động từ các sản phẩm từ phương pháp quan trắc ảnh, dữ liệu quét <a href="https://dathop.com/3-giai-phap-laser-scanning-pho-bien/">laser scanning</a> và LiDAR. Dữ liệu đầu ra của PIX4Dsurvey là cơ sở để tính toán độ dốc địa hình, hướng địa hình, mức độ lồi lõm, phân tích địa mạo của khu vực, v.v.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dsurvey</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa dữ liệu: Liên kết ảnh bay chụp và mô hình Point Cloud, trích xuất các đối tượng từ ảnh quan trắc, quét laser, LiDAR để làm cơ sở cho thành lập bản đồ.</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hóa thời gian số hóa lên đến 50%: PIX4Dsurvey triển khai quy trình làm việc liền mạch và nhanh chóng, giảm thiểu thời gian thực hiện các công tác số hóa mô hình Point Cloud và biên vẽ đối tượng từ hình ảnh. Chức năng Smart Grid hỗ trợ người dùng tiết kiệm thời gian trong công tác tạo mô hình cao độ điểm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp sẵn thuộc tính chuyển đổi sang CAD linh hoạt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/06-pix4dsurvey-co-kha-nang-chuyen-doi-sang-cad-linh-hoat.jpg" style="width: 650px; height: 484px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dsurvey xây dựng các thuật toán vô cùng tối ưu cho bất kỳ đối tượng nào bằng các thao tác vô cùng đơn giản và nhanh chóng.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dsurvey được ứng dụng trong nhiều hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ khảo sát địa hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa mô hình mặt đất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình TIN.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình CAD.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. PIX4Dmatic – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmatic là phần mềm quan trắc ảnh thế hệ mới, được sử dụng để thành lập bản đồ địa hình, bản đồ quy hoạch và các loại bản đồ tỷ lệ lớn, có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái.<br /> Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D như: PIX4Dsurvey, PIX4Dcloud, v..v..<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dmatic:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý bộ dữ liệu lớn, cho kết quả chính xác: PIX4Dmatic cung cấp khả năng xử lý hàng nghìn hình ảnh mà vẫn đảm bảo độ chính xác ở mức khảo sát, giảm một nửa thời gian xử lý, lý tưởng cho các dự án quy hoạch và bộ dữ liệu lớn hơn 5000 hình ảnh với độ phân gairi máy ảnh RGB tiêu chuẩn và không có giới hạn về kích thước hình ảnh.</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý tự động: hợp lý hóa quy trình làm việc của người sử dụng, bao gồm nhập dữ liệu, xử lý và đánh giá chất lượng của dự án.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình làm việc liền mạch.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm chuyên cho việc thành lập bản đồ và mô hình 3D, PIX4Dmatic được ứng dụng trong các lĩnh vực:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <em style="text-align: center;"><img alt="" src="/admin/webroot/upload/image/images/08-phan-mem-pix4dmatic-duoc-ung-dung-trong-khao-sat-dia-hinh.jpg" style="width: 650px; height: 396px;" /></em></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. PIX4Dcloud (& PIX4Dcloud Advance) – Phần mềm PIX4D dùng trong xử lý ảnh và chia sẻ trực tuyến</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng xử lý ảnh và chia sẻ trực tuyến PIX4Dcloud là nền tảng xử lý ảnh trực tuyến cho các dự án bay chụp, thành lập bản đồ 2D hoặc mô hình 3D, bao gồm các tính năng cơ bản cần có của một hệ thống xử lý ảnh nhưng được thực hiện hoàn toàn trên nền tảng trực tuyến mà không cần tải về bất kỳ một tệp cài đặt nào, không chiếm dung lượng của thiết bị nhưng vẫn đáp ứng đầy đủ quy trình làm việc từ hiện trường đến phần xử lý.<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dcloud:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud phát triển một hệ thống các công cụ đo lường, ghi chú và chia sẻ dữ liệu, đảm bảo truyền tải đầy đủ mà không ảnh hưởng đến tiến độ làm việc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ tạo lớp phủ để so sánh thiết kế ban đầu với thực trạng của dự án trên nền tảng trực tuyến mà không thông qua bên thứ 3</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp công cụ so sánh hiện trạng địa hình, tình trạng, tiến độ dự án ở các thời điểm khác nhau, giúp người dùng nắm bắt chi tiết tiến độ tại mọi thời điểm, mọi vị trí.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud có khả năng cho ra kết quả làm việc với độ chính xác ở cấp khảo sát dựa trên các thuật toán xử lý được phát triển bởi PIX4D.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng phân tích dữ liệu đơn giản, tối ưu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng được cài đặt các thuật toán để lưu trữ dữ liệu làm việc mọi lúc, thường xuyên cập nhật và ghi lại các thay đổi đối với dự án, nhằm giải quyết các vấn đề phát sinh trong quá trình làm việc một cách hiệu quả.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dcloud được ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý, tính toán khối lượng vật liệu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi tiến độ thi công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng đối tượng độ cao, địa hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. PIX4Dfields – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dfields có khả năng xử lý ảnh để thành lập bản đồ nông nghiệp từ ảnh chụp bằng các thiết bị bay không người lái. Ưu điểm của phần mềm này là có thể sử dụng hình ảnh ở nhiều định dạng (.tiff, .jpeg) hoặc nhiều kiểu dữ liệu khác nhau như lớp dữ liệu thực vật hoặc lớp dữ liệu ranh giới thực địa, v.v. (định dạng GeoJSON, Shapefile, v.v.).<br /> PIX4Dfields nâng cấp quy trình làm việc trong lĩnh vực nông nghiệp bằng tốc độ xử lý cao và các tính năng phân tích hoàn chỉnh mà chưa một phần mềm nào trước đây đáp ứng được.<br /> <br /> <strong>– Tính năng của PIX4Dfields:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập kế hoạch bay chụp: Thiết lập kế hoạch bay chụp theo từng mục đích làm việc, thu thập dữ liệu hiện trường một cách tối ưu nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với ảnh đa phổ và ảnh RGB: PIX4Dfields nhận dữ liệu ảnh RGB tiêu chuẩn hoặc ảnh đa phổ từ bất kỳ nguồn ảnh chụp nào, bao gồm Parrot Sequoia và MicaSense RedEdge.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/09-pix4dfields-co-kha-nang-tuong-thich-voi-anh-da-pho-va-anh-rgb.jpg" style="text-align: center; width: 650px; height: 350px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ xử lý nhanh chóng: Xử lý hình ảnh bằng công cụ xử lý tức thì của PIX4Dfields cho ra kết quả chỉ trong vài phút.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan: Chuyển đổi hình ảnh bay chụp từ UAV thành bản đồ chi tiết, chính xác và có thể ứng dụng được cho nhiều mục đích khác nhau.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động hiệu quả: Tối ưu hóa quy trình làm việc bằng các công cụ được thiết kế dành riêng cho nông nghiệp của PIX4Dfields, như tính toán chỉ số hay các công cụ so sánh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp FMP: Thực hiện liền mạch công việc từ kết quả của PIX4Dfields trong nền tảng quản lý canh tác Farming Management Platform.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm xử lý bản đồ dành cho các ngành chuyên nghiệp, cụ thể là nông nghiệp, được ứng dụng cho nhiều mục tiêu như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi và đánh giá cây trồng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý tưới tiêu và xói mòn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ quy trình bảo vệ và sản xuất cây trồng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ phân bổ sử dụng cho các mục đích chuyên biệt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. PIX4Dreact – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dreact được sử dụng để đáp ứng các nhu cầu thành lập tài liệu hiện trường một cách nhanh chóng và chính xác, cung cấp các khả năng tái lập cũng như cộng tác tại nhiều thời điểm mà vẫn đảm bảo được độ chính xác tối đa.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dreact</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ sử dụng, tương tác: giao diện sử dụng của PIX4Dreact được thiết kế và đóng góp bởi các chuyên gia trong lĩnh vực, liên kết với một quy trình làm việc liền mạch, đầy đủ và trơn tru. Đồng thời, hệ thống của PIX4Dreact cũng đáp ứng được nhu cầu làm việc ngay tại hiện trường với các dòng máy tính tầm trung, không yêu cầu kết nối mạng hoặc nền tảng đám mây để xử lý, chú trọng tăng cường GPU trong thuật toán xử lý để cải thiện tốc độ làm việc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ công cụ hỗ trợ công việc hiệu quả, đầy đủ, nhất quán.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng lập bản đồ 2D nhanh chóng nhưng vẫn đảm bảo độ chính xác cao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/14-pix4dreact-giup-lap-ban-do-2d-nhanh-chong.jpg" style="width: 650px; height: 488px;" /></em></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu làm việc phục vụ cho nhiều mục đích: bản đồ ảnh trực giao 2D, lớp dữ liệu đã được đánh dấu và đo đạc, ảnh chụp màn hình và bản đồ bao quát khu vực, xuất báo cáo PDF.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dreact được phát triển trong nhóm phần mềm xử lý lập bản đồ hiện trường 2D cho các lĩnh vực chuyên biệt, cụ thể là các công tác phản ứng khẩn cấp, PIX4Dreact được sử dụng để quan sát hiện trường tai nạn hoặc các tình huống đặc biệt như: Động đất, lũ lụt, cháy nổ, tìm kiếm cứu nạn, tác chiến, di dời, v.v.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. PIX4Dcatch – Phần mềm PIX4D dùng trong quét 3D</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcatch là một ứng dụng dành cho thiết bị di động, dùng để quét 3D đối tượng, được sử dụng trên cả các thiết bị với hệ điều hành Android và iOS. Ứng dụng PIX4Dcatch cho phép người dùng dễ dàng có được dữ liệu đối tượng phù hợp để số hóa thực tế xung quanh và biến nó thành các mô hình 3D chính xác.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dcatch</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng hoạt động linh hoạt với nhiều tính năng thu thập dữ liệu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tạo ra sản phẩm 3D chất lượng cao nhờ công nghệ quan trắc ảnh tiên tiến.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chụp và số hóa bất kỳ đối tượng vật lý nào ở chế độ 3D: chỉ cần thiết bị được cài đặt ứng dụng và di chuyển xung quanh khu cực cần thu thập dữ liệu là có thể chụp và số hóa.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quét, xuất và chỉnh sửa đối tượng, mục tiêu và dễ dàng chia sẻ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với thiết bị di động để nâng cao khả năng quét 3D với công nghệ RTK và phép quan trắc ảnh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ trên thiết bị di động ở cả hệ điều hành iOS hoặc Android: PIX4Dcatch có sẵn trên iOS (phiên bản 13.4.1) và Android (phiên bản 9), tối ưu hóa cho Apple Ipad Pro và iPhone 12 được trang bị máy quét LiDAR, cung cấp phản hồi trực tiếp và quá tình quét hoàn thành.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– Ứng dụng:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công (lập bản đồ hiện trạng khi thi công, tính toán khối lượng bùn đất…).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ hiện trạng thi công công trình ngầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">An toàn công cộng.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/15-pix4dcatch-co-kha-nang-chup-va-so-hoa-ky-doi-tuong-vat-ly-nao-o-che-do-3d.jpg" style="width: 650px; height: 366px;" /></span></span><br /> <br /> </p> ', 'images' => '20230505142224c6b674f5588228036011778df458d756.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pix4D', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '717', 'name' => 'Leica DISTO Apps', 'code' => null, 'alias' => 'leica-disto-apps', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO Plan hỗ trợ thực hiện nhiệm vụ quan trọng là lập tài liệu và trực quan hóa các phép đo. Bằng cách này, các bước tiếp theo của một dự án được lên kế hoạch dễ dàng.</span></span>', 'content' => '<p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="disto plan app" src="https://shop.leica-geosystems.com/sites/default/files/2019-04/plan-app.jpg" style="height: 311px; width: 280px;" /></span></span></p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(39, 39, 39); letter-spacing: 0.72px; background-color: rgb(239, 239, 239);">Leica DISTO Apps & Software</span></span></span></p> <br /> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO™ Plan mới hỗ trợ việc lập tài liệu và hiển thị các phép đo.</span></span></div> <div> </div> <div> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Phác thảo sơ đồ trên điện thoại thông minh hoặc máy tính bảng và các phép đo tương ứng được gán dễ dàng cho từng bước. Sau đó, ứng dụng sẽ tự động tạo sơ đồ được chia tỷ lệ. Ngoài ra, chức năng Phòng thông minh cải tiến kết hợp với cảm biến mới được tích hợp trong Leica DISTO™ X3 và X4 cho phép tạo sơ đồ chính xác chỉ bằng cách thực hiện các phép đo theo chiều kim đồng hồ hoặc ngược chiều kim đồng hồ của căn phòng.</span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi kết hợp với bộ điều hợp DST 360 hoặc DISTO™ S910, ứng dụng cung cấp chức năng đo 3D, cho phép ghi lại các phép đo ở dạng 2D hoặc 3D.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tất cả các phép đo và sơ đồ tầng có thể được xuất dưới dạng bản vẽ CAD hoặc ở định dạng PDF. Ứng dụng mới hỗ trợ tất cả các thiết bị Leica DISTO™ có chức năng Bluetooth®.</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">* Các thiết bị Leica DISTO™ sau được hỗ trợ:</span></span></strong></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X3</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X4</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D2</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D1</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D110</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7100i</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D510</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7500i</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảm ứng Leica DISTO™ D810</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ S910</span></span><br /> <br /> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** Điều khoản và điều kiện mua hàng trong ứng dụng</span></span></strong></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký và tự động gia hạn hàng tháng hoặc hàng năm ( tùy chọn).</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Việc thanh toán sẽ được tính vào Tài khoản iTunes.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký sẽ tự động gia hạn ( trừ khi bạn tắt tính năng tự động gia hạn trong Cài đặt sau 24 giờ dùng thử)</span></span></div> <div style="text-align: center;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica Disto 2.jpg" style="width: 800px; height: 334px;" /></span></span><br /> </div> <div> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">>>></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Lưu ý</strong></u><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">: Ứng dụng được tải miễn phí trên </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Apple Store</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> hoặc </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Google Store</strong></div> </div> ', 'images' => '202304041635398958b49737689c272e7034cc8d5dfb61.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy đo khoảng cách laser Leica ', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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' $title_for_layout = 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế' $cat = array( 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ) $setting = array( 'id' => '1', 'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt', 'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)', 'address_eng' => '', 'address' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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t,n;s._subiz_init_2094850928430||r[k]&&(t=u.createElement(b),n=u.getElementsByTagName(b)[0],t.async=1,t.src="https://"+r[k]+"/sbz/app.js?accid="+z,n.parentNode.insertBefore(t,n),setTimeout(y,2e3,k+1))})(0))}(window,document,"script","subiz","acqxaefflwedscstabut")</script>', 'theh1' => 'thanhdatsurvey.JSC', 'hanoi' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tphcm' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tt' => '', 'pp' => 'https://www.facebook.com/ruaxetudong.net', 'tphcm_eng' => '', 'hanoi_eng' => '', 'hotline_eng' => '', 'name_eng' => '', 'chinhsach' => null, 'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'gt' => '<p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ) $keywords_for_layout = 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ' $tin_ft = array( (int) 0 => array( 'Post' => array( 'id' => '588', 'name' => 'Hướng dẫn mua hàng', 'code' => null, 'alias' => 'huong-dan-mua-hang', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p> <span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br /> </p> <p> <span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br /> <br /> – Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br /> <br /> <strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br /> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> </div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mong được hợp tác với Quý khách hàng trên cả nước.<br /> <br /> Trân trọng!</span></span></span></div> ', 'images' => '202104071220058398ebc1b9cf669cf602eb8040be387a.jpg', 'images_multi' => '', 'pos' => '1', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Máy trắc địa chính hãng | RTK GNSS, máy toàn đạc, máy thủy bình – Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy RTK GNSS, máy toàn đạc, máy thủy bình, GPS cầm tay chính hãng. Tư vấn kỹ thuật – giao hàng toàn quốc. 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Thanh toán trực tiếp tại cửa hàng<br /> <br /> II. Thanh toán qua hình thức chuyển khoản</span></strong><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br /> <br /> <strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br /> <br /> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);"> <span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br /> <br /> Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p> ', 'images' => '20210407122232bf3e6d52a68ca60f97fc6048b14e4acc.jpg', 'images_multi' => '', 'pos' => '2', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3511', 'slug' => 'chinh-sach-thanh-toan', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '139', 'rght' => '140', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '587', 'name' => 'Chính sách vận chuyển', 'code' => null, 'alias' => 'chinh-sach-van-chuyen', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br /> <br /> Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br /> </div> <div> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br /> <br /> <strong>> Thời gian giao hàng </strong><br /> <br /> - Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br /> <br /> - Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br /> <br /> Trân trọng!</span></span></span></p> </div> ', 'images' => '20210407122135505ddef64809ce7ee5f9db7cfdfd3e2e.jpg', 'images_multi' => '', 'pos' => '3', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3546', 'slug' => 'chinh-sach-van-chuyen', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '141', 'rght' => '142', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '585', 'name' => 'Chính sách đổi trả', 'code' => null, 'alias' => 'chinh-sach-doi-tra', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br /> <br /> Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br /> <ul> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li> </ul> <br /> <div style="text-align: start;"> <span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div> <ul> <li> <span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br /> <br /> <span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>', 'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg', 'images_multi' => '', 'pos' => '4', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3547', 'slug' => 'chinh-sach-doi-tra', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '137', 'rght' => '138', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '583', 'name' => 'Chính sách bảo hành', 'code' => null, 'alias' => 'chinh-sach-bao-hanh', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div> <div> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li> </ul> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div> ', 'images' => '20210407123801c4049edabae0c54e2347c82e21413ec3.jpg', 'images_multi' => '', 'pos' => '5', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3279', 'slug' => 'chinh-sach-bao-hanh', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '133', 'rght' => '134', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '584', 'name' => 'Chính sách bảo mật thông tin', 'code' => null, 'alias' => 'chinh-sach-bao-mat-thong-tin', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span> <ul style="margin: 0px; padding: 0px 0px 0px 15px;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li> </ul> </li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p> <div style="margin: 0px; padding: 0px; line-height: 20px;"> <div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2> <br /> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br /> </div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2> <div style="text-align: justify;"> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br /> </div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div> </div> </div> <p style="text-align: justify;"> <br /> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br /> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2> <p style="text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p> </div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br /> <br /> Trân trọng!</span></span></div> ', 'images' => '202104071236589b665b2accf17da9077cea4c5dad8e94.jpg', 'images_multi' => '', 'pos' => '6', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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array( 'Advertisement' => array( 'id' => '49', 'name' => null, 'link' => '', 'images' => '2021012009122728dc0ef2b70634d0a45511fff4f68db7.jpg', 'display' => '1', 'created' => '2021-01-20', 'modified' => '2021-01-20', 'status' => '1', 'pos' => '0', 'content' => null, 'slug' => null, 'lft' => '51', 'rght' => '52' ) ) $chiasekinhnghiem = array() $list_menu_footer = array() $danhmuc_left_parent_sphot = array( (int) 0 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ) ) $danhmuc_left_parent = array( (int) 0 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ) ) $danhmuc = array( (int) 0 => array( 'Catproduct' => array( 'id' => '1', 'name' => 'Trang chủ', 'slug' => 'trang-chu' ) ), (int) 1 => array( 'Catproduct' => array( 'id' => '3', 'name' => 'Giới thiệu ', 'slug' => 'gioi-thieu' ) ), (int) 2 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ), (int) 3 => array( 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654 999', 'email' => '', 'name1' => '' ) ) ) $content_for_layout = ' <div class="bg-cat-danhmuc"> <div class="cat-title-danhmuc"> <a href="" title=""> <h1>Kiến thức - Ứng dụng</h1> </a> </div> </div> <div class="box-content-detail11"> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/2023071215243291bf87733c85c6054f3187c9027e7ff2.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-07-12</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a 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</div><!--end over-img--> <a href="https://tracdiathanhdat.vn/cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-30</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230613161608bf1441d7309d39dcda6ef0cd7b63dc28.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-13</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230610130103ba655f12a66201f445f6816a87ffe480.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-10</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/202305301610048b836b9276e806fc2f8458b2bc05f8fc.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-30</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/2023052510084176e7dd8aea9bcb2f5c43cb9a723c15c3.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-25</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230508111131dc7a2c77b3d50d2023aaee921bc3a899.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-08</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230505142224c6b674f5588228036011778df458d756.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-05</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/leica-disto-apps.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/202304041635398958b49737689c272e7034cc8d5dfb61.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/leica-disto-apps.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-04-04</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/leica-disto-apps.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> </div> <div class="clear-main"></div> <div class="pagination"> <span><a href="/Product/sanpham/kien-thuc-ung-dung/page:1" rel="first">« First</a></span><span class="prev"><a href="/Product/sanpham/kien-thuc-ung-dung/page:8" rel="prev">« Previous</a></span><span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:1">1</a></span><span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:2">2</a></span>...<span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:6">6</a></span><span 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View 10/191. </div> <div class="clear-main"></div> ' $scripts_for_layout = '' $count = (int) 0 $price = (int) 0 $sl = (int) 0 $cap1 = array( 'Catproduct' => array( 'id' => '3', 'name' => 'Giới thiệu ', 'slug' => 'gioi-thieu' ) ) $dm_c2 = array( (int) 0 => array( 'Catproduct' => array( 'id' => '44', 'name' => 'Sửa chữa - Kiểm nghiệm', 'parent_id' => '3', 'alias' => 'sua-chua-kiem-nghiem', 'images' => '', 'lft' => '40', 'rght' => '41', 'pos' => '1', 'status' => '1', 'title_seo' => '', 'meta_key' => '', 'meta_des' => '', 'created' => '2016-01-21', 'modified' => '2016-01-21', 'slug' => 'sua-chua-kiem-nghiem', 'cate' => '4', 'link' => 'gioi-thieu', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Catproduct' => array( 'id' => '45', 'name' => 'Dịch vụ thuê máy', 'parent_id' => '3', 'alias' => 'dich-vu-thue-may', 'images' => '', 'lft' => '42', 'rght' => '43', 'pos' => '2', 'status' => '1', 'title_seo' => '', 'meta_key' => '', 'meta_des' => '', 'created' => '2016-01-21', 'modified' => '2016-01-21', 'slug' => 'dich-vu-thue-may', 'cate' => '4', 'link' => 'gioi-thieu', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) )include - APP/View/Elements/menu.ctp, line 56 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::sanpham() - APP/Controller/ProductController.php, line 285 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161 [main] - APP/webroot/index.php, line 92
Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 55]
Code Context
">
<div class="accordion-group"><div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>>
$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp'
$dataForView = array(
'listnews' => array(
(int) 0 => array(
'Post' => array(
[maximum depth reached]
),
'Catproduct' => array(
[maximum depth reached]
)
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(int) 1 => array(
'Post' => array(
[maximum depth reached]
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'Catproduct' => array(
[maximum depth reached]
)
),
(int) 2 => array(
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'Catproduct' => array(
[maximum depth reached]
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),
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'Catproduct' => array(
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(int) 4 => array(
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'Catproduct' => array(
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'Catproduct' => array(
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(int) 9 => array(
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'description_for_layout' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc.
',
'title_for_layout' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế',
'cat' => array(
'Catproduct' => array(
'id' => '40',
'name' => 'Kiến thức - Ứng dụng',
'parent_id' => null,
'alias' => 'kien-thuc-ung-dung',
'images' => '',
'lft' => '103',
'rght' => '104',
'pos' => '5',
'status' => '1',
'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế',
'meta_key' => '',
'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc.
',
'created' => '2015-12-16',
'modified' => '2026-02-24',
'slug' => 'kien-thuc-ung-dung',
'cate' => '4',
'link' => 'tin-tuc',
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'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!',
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)
),
'setting' => array(
'id' => '1',
'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
'address_eng' => '',
'address' => '<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br />
Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
<p>
<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br />
<br />
</p>
',
'contactinfo_eng' => '',
'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội',
'contactinfo' => '<div dir="rtl" style="text-align: left;">
<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br />
Tel: (024) 3776 4930 <br />
Fax: (024) 3776 5908<br />
Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
Hotline: <strong>0913 051 734</strong><br />
<br />
<strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br />
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br />
</div>
<div style="">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div>
<div style="">
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<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br />
<br />
- 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br />
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'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
'created' => '2012-06-05',
'modified' => '1769758152',
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'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
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'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
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'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
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'theh1' => 'thanhdatsurvey.JSC',
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<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
',
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<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
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<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br />
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</p>
<div style="text-align: justify;">
<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div>
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<div class="bg-cat-danhmuc">
<div class="cat-title-danhmuc">
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'name' => 'Máy toàn đạc điện tử Leica - Hỏi và Đáp',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Leica Geosystems <span style="text-align: justify;">cung cấp nhiều dòng </span><span style="box-sizing: border-box; text-align: justify;">máy toàn đạc điện tử</span><span style="text-align: justify;"> phù hợp với các yêu cầu khác nhau của người dùng. Cùng tìm hiểu!</span></span></span></span>',
'content' => '<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Một số câu hỏi thường gặp về máy toàn đạc điện tử Leica</strong></span></span><br />
</h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy toàn đạc Leica có thể được sử dụng cho việc đo đạc trong môi trường nước không?</strong><br />
<br />
Máy toàn đạc Leica không thích hợp cho việc đo đạc trong môi trường trong nước vì nước có thể ảnh hưởng đến hiệu suất và độ bền của máy. Trong trường hợp cần đo đạc trong môi trường nước, hãy xem xét sử dụng các thiết bị chống nước hoặc các phương pháp đo đạc khác.<br />
<br />
<strong>2. Làm thế nào để kiểm tra độ chính xác của máy toàn đạc Leica?</strong><br />
<br />
Để kiểm tra độ chính xác của máy toàn đạc Leica, bạn có thể thực hiện việc đo đạc lại các điểm đã biết trước đó và so sánh kết quả. Ngoài ra, kiểm tra và calibrate máy toàn đạc định kỳ là cách tốt nhất để đảm bảo độ chính xác của máy.<br />
<br />
<strong>3. Máy toàn đạc Leica có thể đo đạc trong thời tiết khắc nghiệt mưa gió, bão lớn không?</strong><br />
<br />
Máy Leica được thiết kế để hoạt động trong các điều kiện thời tiết bình thường. Tuy nhiên, trong các điều kiện thời tiết khắc nghiệt như mưa, tuyết, hoặc gió mạnh, việc đo đạc có thể gặp khó khăn và dễ bị ảnh hưởng.<br />
Trắc địa Thành Đạt khuyến nghị tránh sử dụng máy trong những điều kiện này để đảm bảo an toàn và độ chính xác của kết quả đo đạc.<br />
<br />
<strong>4. Cần bao lâu để sử dụng thành thạo máy toàn đạc Leica?</strong><br />
<br />
Thời gian học và trở thành người sử dụng thành thạo máy Leica phụ thuộc vào trình độ và kinh nghiệm của mỗi người. Thông thường việc học cách sử dụng máy Leica có thể mất từ vài tuần để làm quen với các tính năng và kỹ thuật sử dụng cho thành thạo.<br />
<br />
<strong>5. Máy toàn đạc Leica có tích hợp GPS không?</strong><br />
<br />
Có. Nhiều mẫu máy toàn đạc Leica hiện nay được trang bị tính năng tích hợp GPS, cho phép đo đạc tọa độ địa lý và định vị với độ chính xác cao.</span></span><br />
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">II. Một số dòng máy toàn đạc điện tử Leica hiện có</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems tạo ra các giải pháp hoàn chỉnh cho các chuyên gia trên khắp thế giới.</span></span> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, Leica cung cấp nhiều dòng máy toàn đạc điện tử phù hợp với các yêu cầu khác nhau của người dùng. Cụ thể: </span></span><br />
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica FlexLine</strong>: Loạt máy toàn đạc linh hoạt, dễ sử dụng, chuyên nghiệp, và có khả năng kết nối GPS.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-FlexLine-Series-Content-Teaser-Image-1680x885(1).jpg" style="width: 800px; height: 380px;" /></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Viva</strong>: Dòng máy toàn đạc tích hợp với công nghệ thuộc GPS/GNSS, cho phép đo đạc và định vị tốt trên một loạt ứng dụng.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Viva_CS15_CS10_field_controller_2480x750.jpg" style="width: 800px; height: 242px;" /></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Nova</strong>: Thiết bị đo đạc đa năng với tích hợp GPS, công nghệ xác định tọa độ cao cấp và khả năng làm việc trong môi trường khắc nghiệt nhất.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/estacion-total-auscultacion-leica-nova-tm60-permanente.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica iCON</strong>: Dòng máy toàn đạc dành riêng cho ngành xây dựng, với tính năng linh hoạt và công nghệ tiên tiến.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/leica-icon-gps-60.jpg" style="width: 800px; height: 568px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;">
<span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">III. Đơn vị cung cấp máy toàn đạc điện tử Leica UY TÍN</span></span></h2>
<br />
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy toàn đạc điện tử của hãng Leica Geosystems, Thụy Sĩ. UY TÍN - CHẤT LƯỢNG!</span></span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: <strong>0913051734 (call/imesage/zalo)</strong><br style="margin: 0px; padding: 0px;" />
Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span><br />
</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: center;">
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><img alt="" src="/admin/webroot/upload/image/images/Máy toàn đạc diện tử (665 × 295 px) (2).png" style="width: 665px; height: 295px;" /></span></span></p>
<p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;">
</p>
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'shortdes' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">Máy thủy bình</span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-align: justify;"> </span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">điện tử</span><span style="text-align: justify; background-color: rgb(239, 240, 243);"> dễ sử dụng nhiều tính năng, hiệu quả nhanh, tiết kiệm thời gian và chi phí thực hiện. có độ chính xác cao, thuận tiện sử dụng, được sử dụng nhiều cho các dự án công trình xây dựng hiện nay.</span></span></span></span>',
'content' => '<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy không lên nguồn</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử thường hoạt động kèm với pin, do đó sẽ có một số trường hợp người dùng lắp pin vào nhưng khi bật nguồn máy lại không lên.<br />
<br />
Nguyên nhân:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin hết năng lượng hoặc pin hư, không còn khả năng cung cấp năng lượng cho thiết bị.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiếp xúc giữa pin và máy chưa tốt, chưa đủ cọ xát để năng lượng từ pin truyền qua thiết bị.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board nguồn của máy thủy bình bị hư, không thể nhận tín hiệu năng lượng từ pin.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra dung lượng pin và sạc pin nếu cần thiết. Mỗi bộ thiết bị thủy bình điện tử chính hãng khi được bán ra đều kèm pin và bộ sạc, bạn có thể dùng bộ sạc để kiểm tra xem mức pin còn bao nhiêu, nếu pin hết năng lượng hãy sạc đầy và lắp lại pin vào máy thủy bình, bật nguồn và kiểm tra lại.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra bộ phận tiếp xúc giữa pin và máy có được đảm bảo hay không, tiến hành tháo lắp pin 2 – 3 lần và bật nguồn để kiểm tra.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, sửa chữa hoặc thay thế Board nguồn. Khi đã thử hai cách trên nhưng máy thủy bình điện tử vẫn không lên nguồn, bạn hãy tìm đến một đơn vị sửa chữa máy thủy bình uy tín để các chuyên viên kỹ thuật kiểm tra Board nguồn, sửa chữa hoặc thay thế nếu cần thiết.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Máy bị hỏng màn hình</strong><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với máy thủy bình tự động, máy thủy bình điện tử hoạt động kèm với 1 màn hình để hiển thị dữ liệu. Máy bị hỏng màn hình dẫn đến việc thao tác bị gián đoạn.<br />
<br />
Nguyên nhân:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm màn hình bị hư, đứt nét.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị đen LCD làm ảnh hưởng đến hiển thị của màn hình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board màn hình bị hư.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục: Bạn không nên tự ý tháo màn hình vì rất dễ làm hư hỏng linh kiện của thiết bị mà nên liên hệ với đơn vị uy tín để được tư vấn thay thế màn hình mới.</span></span><br />
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (Quảng cáo trên Facebook) (5).png" style="width: 680px; height: 356px;" /></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Máy bị lệch bọt thủy</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bọt thủy là bộ phận giúp cân bằng máy thủy bình điện tử. Khi bọt thủy nằm trong vòng tròn hiệu chuẩn ở mọi góc xoay có nghĩa là máy đã ở trạng thái cân bằng tối ưu, có thể sử dụng để đo đạc, thu thập dữ liệu. Bọt thủy của máy thủy bình điện tử bị lệch là trường hợp khi đã cân bọt thủy ở góc máy này, nhưng khi xoay sang góc máy khác thì bọt thủy lại bị lệch khỏi tâm.<br />
<br />
Nguyên nhân:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm suy giảm các chức năng của máy, dẫn đến bọt thủy không còn khả năng cân bằng chính xác.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình vận chuyển làm máy bị va đập, rơi rớt, làm ảnh hưởng tới các linh kiện trong máy, dẫn đến sai lệch.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và hiệu chuẩn lại bọt thủy của máy thủy bình điện tử. </span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br />
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Máy bị sai cao độ góc i</strong><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai cao độ góc i ở máy thủy bình điện tử nguyên nhân cũng tương tự như khi máy bị lệch bọt thủy.<br />
<br />
Nguyên nhân:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy đã sử dụng lâu ngày, trong quá trình sử dụng và vận chuyển dẫn đến máy bị sai lệch.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy bị va đập, rơi rớt làm ảnh hưởng đến chức năng đo cao độ góc i của máy.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân chỉnh, hiệu chuẩn lại chức năng đo cao độ góc i của máy.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li>
</ul>
<h2 style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Giới-Thiệu-Máy-Thủy-Bình-Diện-Tử-Leica-Sprinter-250M-01.png" style="width: 620px; height: 334px;" /></h2>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Máy không nhìn rõ mục tiêu</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử có hai bộ phận chính: Bộ phận ngắm và bộ phận cân bằng máy. Khi máy không nhìn rõ mục tiêu, nguyên nhân chủ yếu đến từ bộ phận ngắm (ống kính, thị kính, vật kính và ốc điều quang).<br />
<br />
Nguyên nhân:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thị kính của máy thủy bình bị dơ, mờ, bị trầy dẫn đến việc nhìn không rõ, hoặc bị vệt trên tầm nhìn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống tiêu cự của máy bị lỗi, máy không thể điều quang dẫn đến nhìn mục tiêu không rõ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vệ sinh lại thị kính, vật kính và hệ thống ống ngắm cẩn thận, đảm bảo bộ phận ngắm sạch sẽ, sau đó kiểm tra lại tầm nhìn của máy. Nếu thị kính hoặc vật kính bị vỡ cần tiến hành thay thế mới.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra lại hệ thống tiêu cự của máy thủy bình điện tử, nếu bị lỗi cần tiến hành sửa chữa.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
</span></span>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Máy không nhận mia</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm khác biệt lớn nhất giữa máy thủy bình tự động và máy thủy bình điện tử là chức năng thu thập dữ liệu. Nếu với máy thủy bình tự động, người dùng phải tự ngắm mia và ghi lại dữ liệu thì máy thủy bình điện tử có thể tự thực hiện chức năng này. Khi máy thủy bình nhận hình ảnh từ mia, máy sẽ tự ghi lại số và lưu lại trong máy, giảm thời gian và khả năng sai sót do ghi số thủ công. Tuy nhiên, trong quá trình sử dụng, có một số trường hợp máy thủy bình điện tử không nhận mia, khiến việc đo đạc gặp khó khăn.<br />
<br />
Nguyên nhân:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đo có ánh sáng quá cao, hệ thống ống ngắm không thể nhìn rõ các vạch trên mia.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mã vạch trên mia bị mờ do quá trình sử dụng lâu ngày hoặc do sử dụng các loại mia không chính hãng, chất lượng sản phẩm không đảm bảo.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ đo cạnh của máy thủy bình điện tử bị lỗi, dẫn đến máy không thể nhận tín hiệu từ mia.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm giảm độ sáng tại vị trí đo, đảm bảo ánh sáng vừa đủ, không bị lóe sáng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra mã vạch trên mia, nếu vạch bị mờ cần tiến hành thay thế mia mới.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và sửa chữa lại bộ đo cạnh của máy thủy bình điện tử.</span></span></li>
</ul>
<h2 style="text-align: center;">
<span style="display: none;"> </span><span style="display: none;"> </span><img alt="" src="/admin/webroot/upload/image/images/White Minimalist Phone Sale Facebook Ad (26).png" style="width: 680px; height: 356px;" /><span style="display: none;"> </span><span style="display: none;"> </span></h2>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Máy bị hỏng bộ vi động, ốc cân bằng máy cong, đế máy bị vỡ</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử bị hỏng bộ vi động, ốc máy cân bằng bị cong hay đế máy bị vỡ nguyên nhân thường do tác động của ngoại lực từ bên ngoài như: Máy bị rơi rớt, va đập trong quá trình sử dụng, vận chuyển…<br />
<br />
>>> Cách khắc phục: Thay thế các linh kiện mới cho máy. </span></span><br />
<br />
<h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">8. Địa chỉ cung cấp, sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2>
<h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
<span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;"> </span></span></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p>
<br />
<ul>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cung cấp dịch vụ với giá cả phải chăng.</span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Giải quyết triệt để lỗi cho khách hàng.</span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Đưa ra giải pháp cho khách hàng để đảm bảo tiến độ công việc.</span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Hỗ trợ kỹ thuật 24/7 cho khách hàng.</span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cam kết thay thế hàng chính hãng, đúng báo giá.</span></span></span></li>
</ul>
<br style="margin: 0px; padding: 0px;" />
<div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">Máy thủy bình giá tốt nhất thị trường!</span></a></span></strong></span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" />
<span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span><br />
<br />
<br />
<span style="display: none;"> </span><span style="display: none;"> </span><span style="display: none;"> </span></p>
<p style="text-align: center;">
</p>
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'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span>',
'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">A. Ưu điểm của việc thuê máy toàn đạc</span></span></span><br />
</h2>
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span></span><br />
</p>
<ul>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiết kiệm chi phí</strong>: Thay vì phải đầu tư một khoản lớn để sở hữu thiết bị bạn chỉ phải trả một khoản phí thuê hợp lý. Điều này giúp giảm bớt áp lực tài chính và tối ưu hóa nguồn lực cho các công trình xây dựng khác.</span></span></span></li>
</ul>
<br />
<ul>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Được trang bị các thiết bị hiện đại</strong>: Công nghệ liên tục thay đổi phát triển và máy toàn đạc điện tử ngày càng được cải tiến mới với nhiều tính năng thông minh. Khi thuê máy toàn đạc, bạn sẽ được trang bị những thiết bị công nghệ mới nhất và hàng chất lượng cao. Điều này giúp tăng khả năng làm việc hiệu quả và chính xác hơn.</span></span></span></li>
</ul>
<br />
<ul>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ kỹ thuật chuyên nghiệp:</strong> Thông qua việc thuê máy toàn đạc từ ở công ty trắc địa cung cấp uy tín, bạn sẽ được hỗ trợ kỹ thuật từ những chuyên gia kỹ sư trắc địa có kinh nghiệm trong lĩnh vực này. Họ có thể cung cấp hướng dẫn sử dụng, tư vấn về các tính năng của máy và giải đáp những câu hỏi liên quan. Điều này giúp đảm bảo rằng bạn sử dụng máy toàn đạc một cách hiệu quả và đạt được mục tiêu đo đạc của bạn.</span></span></span></li>
</ul>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/262902911_4599318893479992_869197789067446392_n.jpg" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 620px; height: 496px;" /></p>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B. Ứng dụng của máy toàn đạc</span></span></span></h2>
<br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng và kiến trúc</span></span></li>
</ul>
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với khả năng đo đạc chính xác và nhanh chóng, máy toàn đạc giúp xác định vị trí và kích thước của các công trình xây dựng. Nó cung cấp thông tin quan trọng để thiết kế và triển khai các bản vẽ kỹ thuật.</span></span><br />
</p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chất và môi trường</span></span></li>
</ul>
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực địa chất và môi trường, máy toàn đạc được sử dụng để thăm dò và điều tra các đặc điểm địa hình, đo lường khoảng cách và góc độ. Máy toàn đạc cho phép các nhà khoa học và kỹ sư thu thập dữ liệu chính xác để nghiên cứu địa chất và môi trường, đo đạc sự biến đổi đất đai, xác định vị trí các tầng đất, hay theo dõi môi trường tự nhiên.</span></span><br />
</p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đường hầm và cầu đường</span></span></li>
</ul>
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các dự án đường hầm và cầu đường quan trọng máy toàn đạc có khả năng làm việc trong môi trường khó khăn như dưới lòng đất hay trên mặt nước. Chúng được sử dụng để đo lường và kiểm tra độ chính xác của các công trình này, bao gồm việc xác định độ cao, kích thước và hình dạng.</span></span><br />
</p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khai thác mỏ và dự án năng lượng</span></span></li>
</ul>
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong ngành khai thác mỏ và dự án năng lượng, máy toàn đạc cung cấp những giải pháp đo đạc hiệu quả. Máy có thể được sử dụng để xác định vị trí và hướng di chuyển của các đường ống, cáp điện, hay các thiết bị liên quan đến khai thác tài nguyên. Nó cũng giúp trong việc đo lường diện tích và thể tích của các khu vực khai thác.</span></span><br />
</p>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C. Lợi ích khi thuê máy toàn đạc tại Trắc địa Thành Đạt</span></span></span></h2>
<br />
<ul>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Chi phí thuê máy đo đạc hợp lý, phù hợp với mọi đối tượng khách hàng.</span></span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Sản phẩm cho thuê là chính hãng. Các thiết bị được hiệu chuẩn và kiểm nghiệm trước khi cho thuê.</span></span></span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Tiết kiệm thời gian và chi phí bảo quản thiết bị (do được Trắc địa Thành Đạt hỗ trợ và đồng hành).</span></span></span></span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Được hướng dẫn sử dụng thiết bị miễn phí và được hỗ trợ kỹ thuật trong suốt quá trình đo đạc.</span></span></span></span></span></span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Có nhiều lựa chọn về model máy, số lượng, hãng sản xuất phù hợp nhằm đáp ứng yêu cầu từng công việc và quy mô dự án khác nhau.</span></span></span></span></span></span></span></li>
</ul>
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Banner cho thuê(1).png" style="width: 620px; height: 480px;" /></p>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình di chuyển, vận hành sử dụng máy thuỷ bình không thể tránh khỏi những va chạm gây ảnh hưởng tới độ chính xác của máy. Khi đó kết quả công việc sẽ không còn đảm bảo độ chính xác, bạn cần phải kiểm tra hiệu chỉnh lại thiết bị của mình. Một trong những sai số chính gây sai lệch kết quả trên máy thuỷ bình chính là sai số góc i. </span></span>',
'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Sai số góc i là gì</span></span></span></h2>
<br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sai số góc i</span> là độ lệch của các tia ngắm nằm ngang ở trên máy thủy bình so với mặt nước biển phẳng lặng. Khi máy thuỷ bình tồn tại sai số góc i sẽ dẫn đến các kết quả đo cao độ không còn chính xác. Khi khoảng các đọc từ máy thủy bình đến mia càng xa thì kết quả sẽ chịu ảnh hưởng của sai số góc i càng lớn.</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính vì sự ảnh hưởng rất lớn của sai số góc i tới kết quả đo nên <span style="box-sizing: border-box;">trước khi bắt đầu triển khai dự án cần có công tác kiểm tra sai số góc i</span> để đảm bảo độ chính xác của kết quả đo.</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu trong quá trình kiểm tra thấy sai số lớn, vượt quá giới hạn cho phép trong tiêu chuẩn. Lúc này thiết bị của bạn cần được mang đến các trung tâm <span style="box-sizing: border-box; touch-action: manipulation;">kiểm định hiệu chỉnh lại máy thủy bình</span>, nhằm tránh ảnh hưởng của các nguồn sai số đến kết quả đo.</span></span></span></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm nghiệm sai số góc i máy thủy bình là kiểm tra độ lệch của tia ngắm nằm ngang, kiểm tra để có phương án hiệu chuẩn, hạn chế sai sót trong phép đo cao độ. Cách kiểm tra sai số góc i ngoài thực địa là dùng phương pháp đo khép trạm giữa hai mốc cố định A và B.</span></span></span><br />
<br />
<p style="text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/may-thuy-binh-dung-de-lam-gi.jpg" style="width: 547px; height: 500px;" /></span></span></span></p>
<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách kiểm tra sai số góc i</span></span></span></h2>
<br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 1:</strong> Dùng 2 thước vạch đặt tại 2 điểm A và B cách nhau một khoảng Δ = 60 m. Máy sẽ được đặt tại vị trí Δ/2 giữa 2 điểm A và B như hình sau:</span></span><br />
</p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify; box-sizing: border-box;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm).png" style="width: 800px; height: 258px;" /></span></span></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 2:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Sau khi máy được đặt đúng vị trí như hình, tiến hành đọc số trên thước A (hA).</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" />
<strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 3:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Quay máy 180° và đọc số trên thước B (hB). Kết quả sẽ thu được hiệu giữa 2 số đọc là: Δh1 = hA – hB.</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" />
<strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 4:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Di chuyển máy và đặt máy tại vị trí cách 1 khoảng là Δ1 so với vị trí thước đặt tại điểm A. Xem minh họa như trên hình sau:</span></span></span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" />
<br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm) (2)(1).png" style="width: 800px; height: 258px;" /></span></span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><strong style="text-align: justify;">Lưu ý:</strong><span style="text-align: justify;"> Δ1 không bé hơn khoảng cách tối thiểu mà máy thủy bình cần kiểm tra có thể đo được.</span></em><br style="text-align: justify;" />
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<strong style="text-align: justify;">Bước 5:</strong><span style="text-align: justify;"> Khi đã đặt máy chính xác, ta sẽ đọc số đọc số trên thước A (hA’).</span><br style="text-align: justify;" />
<strong style="text-align: justify;">Bước 6:</strong><span style="text-align: justify;"> Tiếp tục quay máy 180° đọc số trên thước B (hB’). Cuối cùng xác định được hiệu giữa 2 số đọc là: Δh2 = hA’ – hB’.</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 7:</strong> Xác định sai số góc i của máy thủy bình</span></span></p>
<ul style="box-sizing: border-box; list-style-position: initial; list-style-image: initial; margin-top: 0px; padding: 0px; margin-bottom: 1.3em; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 1: Nếu (Δh1-Δh2) ≤ 3mm góc i của máy đạt tiêu chuẩn có thể tiếp tục các thao tác đo đạc với máy thủy bình</span></span></span></li>
<li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 2: Nếu (Δh1-Δh2) >3mm máy thuỷ bình cần được kiểm tra và hiệu chỉnh để loại bỏ sai số này, nhằm tránh ảnh hưởng tới kết quả đo.</span></span></span></li>
</ul>
<h2 id="b-dia-chi-cung-cap-may-toan-dac-cu-uy-tin-tai-ha-noi
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">3. Nguyên nhân và cách khắc phục, xử lý sai số góc i máy thủy bình</strong></span></span></span></span></span></h2>
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<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<em><strong><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Nguyên nhân: </span></span></span></strong></em><br />
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Do đặc thù công tác đo đạc là đo thực tế, môi trường ngoại cảnh, vì vậy khó tránh khỏi được các tác động bên ngoài như:</span></span></span></p>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động vật lý, va chạm với các vật thể khác trong quá trình di chuyển.</span></span></span></li>
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trường hợp rơi rớt không mong muốn.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết bị sử dụng thời gian dài không được kiểm định, kiểm tra định kỳ...</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động này chính là nguyên nhân dẫn đến lỗi sai cao độ góc i của máy thủy bình và các lỗi khác như:</span></span></span></p>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình bị lệch bọt thủy, làm cho cao độ của máy bị sai.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc tự cân bằng của máy thủy bình bị lỗi, hoạt động không chính xác, dây chữ thập hồi về không đúng khiến máy bị sai.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mia bị nghiêng dẫn đến kết quả đo bị đọc sai.</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
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<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa phần các nguyên nhân trên đều có thể khắc phục và xử lý khi được phát hiện kịp thời.</span></span></span></p>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<strong><em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Cách khắc phục, xử lý lỗi sai cao độ góc i máy thủy bình</span></span></span></em></strong></p>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế các tác động vật lý trong quá trình sử dụng.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cẩn thận trong quá trình di chuyển thực địa, tránh để thiết bị rơi rớt.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến hành kiểm định, hiệu chuẩn lại sai số góc i theo định kỳ.</span></span></span></li>
</ul>
<h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
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<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">4. Địa chỉ sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2>
<h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span></span></span></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p>
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<ul>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp dịch vụ với giá cả phải chăng.</span></span></span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giải quyết triệt để lỗi cho khách hàng.</span></span></span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đưa ra giải pháp cho khách hàng để đảm bảo tiến độ công việc.</span></span></span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Hỗ trợ kỹ thuật 24/7 cho khách hàng.</span></span></span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cam kết thay thế hàng chính hãng, đúng báo giá.</span></span></span></span></span></span></li>
</ul>
<div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><br />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">Máy thủy bình giá tốt nhất thị trường!</span></a></span></strong></span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" />
<span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span></p>
<br />
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Banner (6)(1).png" style="width: 800px; height: 419px;" /></p>
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<span style="font-size:14px;"><span style="color:#000000;"><strong>I. Tìm hiểu về hãng Geomate - Singapore và các dòng máy RTK của hãng</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="color:#b22222;"><strong>GEOMATE</strong></span> là thương hiệu đến từ Singapore, được thành lập vào năm 2018. <span style="color:#b22222;"><strong>GeoMate Positioning</strong></span> cung cấp các hệ thống và giải pháp khảo sát trên mặt đất, hàng hải và trên không cao cấp cho khách hàng trên toàn thế giới. Với nhiều kinh nhiệm trong ứng dụng địa lý học, nhóm phát triển các giải pháp khảo sát đáp ứng đầy đủ mong đợi của khách hàng về hoạt động hiệu quả nhất trong lĩnh vực trắc địa. Với việc xây dựng nhà máy tại Singapore Geomate <strong>đảm bảo rằng các sản phẩm của hãng luôn đạt được các tiêu chuẩn chất lượng cao nhất</strong>. Các giao thức và giải pháp của GeoMate cực kỳ đáng tin cậy và là sự lựa chọn hoàn hảo của khách hàng trên toàn thế giới.</span><br />
<br />
<p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;">
<span style="font-size:14px;">Máy định vị GNSS RTK của Geomate được sử dụng trong: khảo sát trắc đạc, nghiên cứu địa lý, khảo sát địa chất, nông nghiệp, hàng không… . Cụ thể: </span></p>
<div style="box-sizing: border-box; margin: 0px; padding: 0px;">
<ul>
<li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;">
<span style="font-size:14px;">Khảo sát thành lập lưới khống chế tọa độ với sai số cực thấp.</span></li>
<li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;">
<span style="font-size:14px;">Đo vị trí chi tiết, phục vụ công tác lập bản đồ, nghiên cứu địa hình, địa chính…</span></li>
<li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;">
<span style="font-size:14px;">Bố trí điểm trên mặt đất cho chuyển điểm, thiết kế thực địa.</span></li>
<li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;">
<span style="font-size:14px;">Tính diện tích, giao hội, bố trí đường cong diện tích.</span></li>
</ul>
<div align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;">
<span style="font-size:14px;">Ba dòng máy của hãng Geomate là SG5, SG7 và SG9 <span style="color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif;">có khả năng cho kết quả đo đạc với độ chính xác cực kỳ cao. Các máy đều được tối ưu, cải tiến để đo đạc ở những khu vực có điều kiện khó khăn. </span></span></div>
</div>
<div style="box-sizing: border-box; margin: 0px; padding: 0px;">
<div style="box-sizing: border-box; margin: 0px; padding: 0px;">
<ul>
<li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;">
<span style="font-size:14px;">Hiệu suất RTK của 3 dòng SG5, SG7, SG9 đều tốt hơn khi tiến hành khảo sát tại các vị trí khó. Những nơi như dưới tán cây, gần tòa nhà cao,… đều có độ chính xác và độ tin cậy vượt trội.</span></li>
<li>
<span style="font-size:14px;">Tích hợp thêm bộ lọc tín hiệu mới. Tính năng này giúp lọc các tín hiệu từ các vệ tinh bất chấp chất lượng tín hiệu kém hay nhiễu sóng ở trong khu vực đông dân cư.</span></li>
</ul>
</div>
<div style="box-sizing: border-box; margin: 0px; padding: 0px;">
<ul>
<li>
<span style="font-size:14px;">Thu nhận và sắp xếp các tín hiệu linh hoạt. Cả 3 thiết bị đều có khả năng tích hợp và kết hợp các tín hiệu từ các hệ thống vệ tinh, trạm CORS hãy các trạm thu tín hiệu mặt đất khác. Khả năng này hoàn toàn tối ưu độ chính xác ngay tại vị trí đo.</span></li>
</ul>
</div>
<div style="box-sizing: border-box; margin: 0px; padding: 0px;">
<ul>
<li>
<span style="font-size:14px;">3 dòng máy RTK Geomate mới này đều có khả năng bắt được nhiều vệ tinh hơn và tín hiệu hơn. Do có hiệu suất RTK và khả năng thu kênh đều từ 600 kênh trở lên.</span></li>
</ul>
</div>
<div style="box-sizing: border-box; margin: 0px; padding: 0px;">
</div>
</div>
<h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;">
<span style="font-size:14px;">II. So sánh 3 dòng máy RTK của hãng Geomate</span></h2>
<p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;">
<br />
<span style="font-size:14px;"><iframe allow="fullscreen" allowfullscreen="allowfullscreen" loading="lazy" src="https://www.canva.com/design/DAFlZbTVW_c/view?embed" style="position: relative; width: 100%; height: 600px; max-height: 80vh; border: none; padding: 0; margin: 0; overflow: hidden;"></iframe></span></p>
<h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III. Đơn vị cung cấp máy RTK UY TÍN</span></span></h2>
<br />
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: Hi - Target, E-survey, eFix, Foif, Geomate,.... tại Việt Nam. </span></span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p>
<p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;">
</p>
<p style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Gray Fashion Shop Online Instagram Story (665 × 295 px) (10).png" style="width: 665px; height: 295px;" /></p>
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'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế',
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<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
'content' => '<h2>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2>
<br />
<p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br />
<br />
Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br />
<br />
Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p>
<p style="text-align: center;">
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br />
</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br />
<br />
1. Xác định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br />
b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br />
(1) Điểm gốc trang bị 1 <br />
(2) Điểm gốc thứ hai.<br />
(3) Đường gốc.<br />
(4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br />
<strong>BP</strong>: Điểm gốc.<br />
<strong>BL</strong>: Đường gốc.<br />
<strong>RP</strong>: Điểm chuẩn.<br />
<strong>RL</strong>: Đường chuẩn.<br />
<strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
<strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
<strong>R</strong>: Thông ѕố quaу.<br />
<br />
Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br />
<strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br />
<strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br />
<strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
<strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
<strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
<strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
<strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br />
<strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br />
<br />
3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br />
<br />
4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br />
</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li>
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<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li>
</ul>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là không thể tránh khỏi. Tuy nhiên, để việc đo đạc đạt hiệu quả, người thực hiện cần hiểu nguyên nhân để áp dụng phương pháp hạn chế phù hợp nhất.</span></span>',
'content' => '<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sai số trong đo đạc là gì?</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là khoảng giá trị chênh lệch giữa những lần đo hoặc giá trị tính được so với giá trị thực tế hay giá trị chính xác của một đại lượng nào đó. Hoặc có thể hiểu đơn giản, sai số trong đo đạc là giá trị chênh lệch giữa giá trị đo với giá trị thực tế theo một xác suất nhất định.<br />
<br />
Trong quá trình đo đạc, việc thực hiện đo nhiều lần cùng một đại lượng sẽ mang lại những giá trị đo giữa các lần đo không giống nhau. Điều đó cho thấy rằng giữa các kết quả đo luôn có sai số, đồng thời giá trị đo được chỉ mang tính tương đối, gần đúng.<br />
<br />
Sai số thực được ký hiệu là ∆i và sai số gần đúng được ký hiệu là Vi. Các sai số này được tính theo công thức:<br />
<br />
<strong>∆i = X – Li<br />
Vi = x – Li</strong><br />
<br />
Với:</span></span><br />
<ul>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X là giá trị thực</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">x là giá trị gần đúng nhất (trị xác suất)</span></span></em></li>
<li>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li là giá trị đo lần thứ i.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bởi vì điều kiện đo giữa các lần đo là khác nhau, thế nên sẽ dẫn đến ∆i và Vi giữa các lần đo cũng khác nhau.<br />
<br />
Sai số trong đo đạc phát sinh từ nhiều nguồn khác nhau, dựa vào các nguồn đó để phân loại sai số và từ đó có cách giảm thiểu tương ứng.</span></span><br />
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Anwendung1-Bosch-GIM-60-Digitaler-Neigungsmesser.jpg" style="width: 620px; height: 414px;" /></span></span></p>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Phân loại sai số trong đo đạc</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa vào nguồn gốc gây ra sai số, có 3 loại sai số trong đo đạc:</span></span><br />
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Sai số sai lầm </strong></span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này được phát sinh từ sự thiếu cẩn thận trong quá trình đo, chẳng hạn như đo sai, tính sai hoặc có thể là ghi sai. Khi đo lặp lại ít nhất 1 lần, người đo sẽ có thể phát hiện được sai số này.<br />
Trong quá trình đo đạc, thông thường sẽ gặp một số trường hợp có xuất hiện sai số rất lớn của giá trị tuyệt đối mà lẽ ra sẽ không mắc phải với điều kiện đó, những sai số đó chính là sai số sai lầm.<br />
<br />
<em><strong>Ví dụ:</strong> Một ngôi nhà cho giá trị chiều dài là 50 mét, nhưng khi đo lại cho kết quả là 52 mét, thì 2 mét chính là giá trị sai số sai lầm.</em></span></span><br />
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Sai số hệ thống</strong></span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này phát sinh do dụng cụ đo chưa được hoàn chỉnh, do tật của người đo, hoặc có thể phát sinh do sự thay đổi của điều kiện ngoại cảnh. Sai số hệ thống có giá trị và dấu không đổi và xuất hiện lặp đi, lặp lại giữa các lần đo.<br />
<br />
<em><strong>Ví dụ</strong>: Khi đo một đoạn thẳng bằng thước dài 20 mét, nhưng trên thực tế, chiều dài lúc đó của thước đang là 20.001 mét. Vì vậy, mỗi lần sử dụng thước để đo, kết quả sẽ có độ lớn sai số là 1 milimet, đây được gọi là sai số hệ thống.</em></span></span><br />
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Sai số ngẫu nhiên</strong></span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này sinh ra từ kết quả của sự tác động qua lại giữa nhiều nguồn sai số khác nhau, cũng như do sự biến đổi không ngừng của điều kiện đo đạc. Sai số ngẫu nhiên có dấu và giá trị không thể xác định cụ thể trước, có thể lớn, bé, âm dương,…<br />
<br />
<strong>Sai số ngẫu nhiên có một số tính chất như:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính giới hạn: Khi đo đạc trong một điều kiện xác định, sai số ngẫu nhiên không vượt giới hạn nhất định.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tập trung: Giá trị tuyệt đối của sai số ngẫu nhiên càng nhỏ, số lần xuất hiện của sai số càng nhiều.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính đối xứng: Những sai số ngẫu nhiên có giá trị tuyệt đối bằng nhau, nhưng trái dấu với nhau thì có số lần xuất hiện ngang nhau.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính bù trừ: Trung bình cộng giữa các sai số ngẫu nhiên sẽ dần tiến về giá trị “0” khi số lần đo tăng lên vô hạn.</span></span></li>
</ul>
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ví dụ:</strong> Một thước đo có độ chia nhỏ nhất đến đơn vị milimet thì sai số khi đọc thước ở phần ước lượng có giá trị nhỏ hơn milimet được gọi là sai số ngẫu nhiên.</span></span></em>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách khắc phục sai số trong đo đạc</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối với từng loại sai số khác nhau, sẽ có các phương pháp để hạn chế sai số phù hợp. Cụ thể:</span></span><br />
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.1 Đối với sai số sai lầm</strong></span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số sai lầm là dạng sai số xuất phát từ nguyên nhân chủ quan, do đó loại sai số này có thể được khắc phục bằng cách:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc kỹ, cẩn thận, không cho phép phát sinh sai lầm.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phải xác định được sai lầm cụ thể để loại bỏ khỏi kết quả đo thông qua việc kiểm tra lặp lại kết quả.</span></span></li>
</ul>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.2 Đối với sai số hệ thống</strong></span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số hệ thống có thể được hạn chế bằng các phương pháp như:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường xuyên kiểm nghiệm và hiệu chỉnh dụng cụ, thiết bị đo.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi phương pháp đo phù hợp với điều kiện ngoại cảnh hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính toán số hiệu chỉnh vào các kết quả đo đạc.</span></span></li>
</ul>
<h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.3 Đối với sai số ngẫu nhiên</strong></span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số ngẫu nhiên là loại sai số không thể loại bỏ, người đo đạc chỉ có thể hạn chế bằng phương pháp:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thiết bị, dụng cụ đo tốt hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi, sử dụng phương pháp đo phù hợp hơn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thời điểm thực hiện đo và số lần đo đạc.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính kết quả trung bình từ những sai số ngẫu nhiên sau nhiều lần đo đạc và trong các điều kiện đo khác nhau.</span></span></li>
</ul>
<h2>
<br />
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Đơn vị kiểm nghiệm, hiệu chỉnh thiết bị đo đạc UY TÍN</strong></h2>
<p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trắc địa Thành Đạt</strong> là đơn vị chuyên cung cấp và hiệu chỉnh các thiết bị đo đạc UY TÍN tại Việt Nam. Với đội ngũ kỹ thuật viên có tay nghề cao, có kinh nghiệm nhiều năm trong hoạt động sửa chữa, kiểm nghiệm thiết bị đo đạc Trắc địa Thành Đạt sẽ là điểm đến uy tín với mọi khách hàng khi có nhu cầu. </span></span></p>
<p style="text-align: center;">
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: center; margin: 0px; padding: 0px;">---------</strong></p>
<p style="text-align: center;">
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'content' => '<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66); text-align: justify;">1. Khi nào cần thiết lập trạm máy bằng phương pháp giao hội?</span></span></span></h2>
<br />
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(73, 73, 73);">Thiết lập trạm máy bằng phương pháp giao hội được thực hiện khi tại vị trí đo đạc hai mốc bị vướng các địa vật và các mốc không thể thông hướng với nhau, không thể thiết lập được trạm máy theo phương pháp thông thường (điểm đặt máy và điểm định hướng), lúc này cần sử dụng phương pháp giao hội để xác định tọa độ điểm đặt máy dựa vào hai điểm gốc.</span></span></span><br />
</p>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/Mo-ta-thiet-lap-tram-may-bang-phuong-phap-giao-hoi-600x327.jpg" style="width: 600px; height: 327px;" /></p>
<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(51, 51, 51); text-align: justify;">Giao hội nghịch </span><span style="color: rgb(51, 51, 51); text-align: justify;">là một cách thao tác để thành lập một trạm máy có tọa độ. Khác với giao hội thuận, giao hội nghịch có thể đứng một điểm bất kỳ để thành lập trạm máy hay có thể nói s</span><span style="color: rgb(66, 66, 66); text-align: justify;">ử dụng giao hội nghịch nếu ta không dựng được máу toàn đạc tại ᴠị trí 2 mốc tọa độ hoặc 2 mốc tọa độ bị che không thể nhìn thấу nhau.</span></span></span><br />
</p>
<p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để hạn chế sai số khi cài đặt trạm máy bằng phương pháp giao hội, người đo cần phải lưu ý một số yếu tố sau:</span></span></p>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;">
<li style="box-sizing: border-box;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy tại vị trí đất cứng, không bị nhiều yếu tố thi công ảnh hưởng.</span></span></li>
<li style="box-sizing: border-box;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đặt máy phải tương đối ở giữa vị trí 2 mốc tọa độ.</span></span></li>
<li style="box-sizing: border-box;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng chân ba kẹp sào gương để cố định gương tại 2 mốc lúc giao hội.</span></span></li>
<li style="box-sizing: border-box;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai số do người cầm gương gây ra.</span></span></li>
</ul>
<h2>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(66, 66, 66);">2. Hướng dẫn giao hội máy toàn đạc Topcon</span></h2>
<br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi cân bằng máy ở màn hình chính, nhấn <strong>MENU -> [F2]- LAYOUT.</strong><br />
Để lấy file đã có sẵn trong máy, chọn <strong>FILE</strong>, nhấn phím <strong>[F4] – ENTER</strong>. Sau đó nhấn tiếp <strong>[F4]</strong> để chuyển sang trang thứ 2. Khi đã xuất hiện màn hình <strong>LAYOUT</strong>, nhấn <strong>[F2] – NEW POINT -> [F2] – RESECTION</strong>. Bắt đầu chương trình giao hội nghịch (chế độ <strong>Resection</strong>). Màn hình lúc này như sau:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture2.jpg" style="width: 400px; height: 250px;" /></span></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập khai báo tên trạm máy. Máy toàn đạc Topcon sẽ lưu lại tọa độ trạm kể cả khi tắt nguồn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – SRCH: Tìm kiếm lại tọa độ trong máy.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – SKP: Thao tác đi nhanh vào thành lập trạm máy.</span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Tiếp theo, nhập chiều cao máy ở dòng <strong>INS.HT =</strong>. Sau khi nhập xong, màn hình sẽ hiển thị khai báo và nhập điểm định hướng thứ nhất. <strong>N001#</strong> như hình dưới:<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture3.jpg" style="width: 400px; height: 250px;" /></span></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập tên điểm định hướng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – LIST: Hiển thị danh sách các điểm.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – NEZ: Vị trí nhập tọa độ trực tiếp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F4] – ENTER: Thao tác chấp nhận.</span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi nhấn phím <strong>[F4] – ENTER</strong> chấp nhận, tiến hành nhập chiều cao gương.<br />
Quay máy bắt chính xác vào gương điểm thứ nhất, nhấn phím <strong>[F4]- DIST</strong> để thực hiện đo lưu độ điểm thứ nhất. Sau khi đo lưu độ điểm thứ nhất, màn hình máy hiện khai báo điểm định hướng thứ 2. Thao tác khai báo tương tự điểm định hướng thứ nhất.<br />
<br />
Màn hình máy hiển thị sau khi đo lưu điểm thứ 2 như sau:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture7.jpg" style="width: 400px; height: 250px;" /><br />
<br />
Nhấn <strong>[F2] – CALC MEAS DATA</strong>: Tính toán dữ liệu máy đo. Lúc này trên màn hình xuất hiện sai số giao hội:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture4.jpg" style="width: 400px; height: 250px;" /><br />
<br />
<strong>Ấn [F4] – CALC</strong> để thực hiện tính toán:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture5.jpg" style="width: 400px; height: 250px;" /><br />
<br />
Tiếp tục nhấn <strong>[F4] – NEZ</strong> để hiển thị tọa độ máy. Nhấn tiếp <strong>[F3] – YES</strong> để lưu lại tọa độ và hoàn tất lập trạm máy bằng phương pháp giao hội nghịch.</span></span></span><br />
</p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">3. </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hướng dẫn giao hội máy toàn đạc Nikon</span></h2>
<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (28).png" style="width: 665px; height: 295px;" /></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sau khi cân máу хong ở màn hình chính, chúng ta ᴠào <strong>Menu -> F2: Laуout</strong><br />
<br />
Để lấу file đã có ѕẵn <strong>Liѕt -></strong> di chuуển tới<strong> File </strong>bằng phím <strong>ANG -> Enter -> F4</strong> ѕang trang <strong>-> F2 Neᴡ Point -> F2 Reѕection</strong><br />
<br />
Đặt tên điểm cho trạm máу ( đặt bất kì tên nào). Chiều cao máу giả dụ thaу đổi đến các cao độ của các điểm đó<br />
<br />
Điểm đầu tiên ( tìm điểm giao hội thứ 1 trong máу có ѕẵn – điểm ѕố 3) -> <strong>Enter.</strong> <br />
<br />
Ngắm ᴠề gương tại ᴠị trí điểm ѕố 3 gương cân chuẩn, chọn <strong>Diѕt -></strong> chờ хử lý<br />
<br />
Máу hỏi tiếp điểm tụ hội trang bị 2 ( điểm ѕố 6) –<strong>> Enter.</strong> <br />
<br />
Quaу <strong>máу toàn đạc</strong> ᴠề điểm 2, ѕau khi cân gương chuẩn, chọn <strong>Diѕt-></strong> chờ хử lý<br />
<br />
Sau lúc tiến hành hội tụ хong, <strong>F2: Calc Meaѕ.</strong> <strong>Data</strong> tính toán <strong>Reѕidual error:</strong> ѕai ѕố, ѕai ѕố càng nhỏ càng tốt. HD: ѕai ѕố mặt bằng (15 li) dZ: ѕai ѕố cao độ (4 li)<br />
<br />
<strong>F4 calculation -> F4 NEZ,</strong> хuất hiện tọa độ của điểm trạm máу mới, máу hỏ lưu haу không, tìm <strong>F3 Yeѕ</strong></span></span></p>
<h2 id="ftoc-heading-5">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66);">4. Hướng dẫn giao hội máy toàn đạc Leica</span></span></span></h2>
<br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao hội nghịch là xác lập tọa nơi đặt máy, thực hiện dựa vào tọa độ của rất nhiều điểm khống chế. Để tiến hành giao hội nghịch, máy toàn đạc rất cần được để ở vị trí nhìn được tối thiểu 2 điểm khống chế. Mặc dù thế để kết quả đo được đúng chuẩn hơn nên xúc tiến đo ít nhất 3 lần.<br />
<br />
Chương trình giao hội nghịch trên dòng máy toàn đạc điện tử Leica được sử dụng rất rộng rãi, rất hữu ích tại những khu vực mà tính thông hướng giữa các mốc không được đảm bảo. Khi đó tính năng giao hội nghịch sẽ được sử dụng để khởi tạo trạm máy. Các bước thực hiện công tác giao hội nghịch (Free Station) được thực hiện như sau:<br />
<br />
Từ <strong>Main Menu</strong> →<strong> 2</strong>. (<strong>Prog</strong>)→<strong>F3</strong> (<strong>Free Station</strong>), màn hình hiện ra:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture1(1).jpg" style="width: 400px; height: 273px;" /><br />
<br />
Tiếp theo người sử dụng làm như sau:<br />
<br />
- Bước 1: Ấn <strong>F1</strong> (<strong>Set job</strong>): Đặ t tên công việc, bước này tương tự như các chương trình <strong>surveying</strong>, <strong>stake out</strong>.<br />
<br />
- Bước 2: Ấn <strong>F2</strong> (<strong>Set Accuracy limit</strong>): Cài đặt giới hạn độ chính xác cho điểm cần giao hội nếu cần (nếu yêu cầu độ chính xác không cao có thể bỏ qua bước này).<br />
Tại đây người sử dụng có thể nhập giá trị giới hạn của độ lệch tiêu chuẩn. Nếu giá trị tính toán vượt quá giá trị cho phép thì sẽ xuất hiện thông điệp cảnh báo, lúc đó máy sẽ cho phép người sử dụng quyết định tiếp tục đo hay dừng lại. Nếu muốn cài đặt độ chính xác thì tại dòng<strong> Status</strong> dùng phím bật <strong>ON</strong>, ngược lại <strong>OFF</strong>.<br />
<strong> Std.Dev.North</strong>: Độ sai lệch X.<br />
<strong> Std.Dev.East</strong>: Độ sai lệch Y.<br />
<strong> Std.Dev.Height</strong>: Độ sai lệch cao độ H<br />
<strong> Std.Dev.Angle</strong>: Độ sai lệch góc ngang<br />
Sau đó ấn <strong>F4</strong> (<strong>OK</strong>) để cài đặt.<br />
<br />
<em>Ý nghĩa của việc cài đặt độ chính xác giao hội: </em>Giả sử ta đặt độ chính xác cho điểm giao hội với các tiêu chuẩn sai lệch là: ΔX ≤ 5mm, ΔY ≤ 5mm, ΔZ (H) ≤ 5mm,… Thì sau khi máy tính toán giao hội mà sai số tọa độ điểm giao hội nghịch nếu lớn hơn 5mm thì máy sẽ cảnh báo cho người sử dụng biết để chấp nhận kết quả hay dừng lại.<br />
<br />
- Bước 3: <strong>Start</strong> tiến hành đo giao hội Ấn <strong>F4</strong> (<strong>Start</strong>), màn hình hiện ra:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture2(1).jpg" style="width: 400px; height: 273px;" /><br />
Ở đây, người sử dụng cần:<br />
<strong>Station</strong>: Đặt tên điểm cần giao hội (tức là tên điểm trạm máy)<br />
<strong>hi</strong>: Nhập vào chiều cao máy<br />
Nhập xong ấn <strong>Enter</strong> →<strong> F4</strong> (<strong>OK</strong>), màn hình hiện ra như sau:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture3(2).jpg" style="width: 400px; height: 273px;" /><br />
<br />
Lúc này để đo tới điểm cần đo, người sử dụng có thể làm theo: <br />
Trường hợp 1: Nhập trực tiếp toạ độ điểm đo tới vào, làm như sau: Từ màn hình hiển thị như <em>hình 3</em>, nhập vào:<br />
<strong>PtID</strong>: Tên điểm đo tới<br />
<strong>hr</strong>: Chiều cao gương<br />
Sau đó ấn phím<strong> F4</strong> → <strong>F1</strong> (<strong>ENH</strong>), màn hình hiện ra hình:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Chưa có tên (481 × 328 px).png" style="width: 400px; height: 273px;" /><br />
<br />
Tại đây nhập vào toạ độ điểm đo tới sau đó ấn <strong>Enter</strong> → <strong>F4</strong>(<strong>OK</strong>), rồi ngắm chính xác vào mục tiêu và ấn<strong> F1</strong> (<strong>ALL</strong>) để đo. <br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture5(3).jpg" style="width: 400px; height: 273px;" /><br />
<br />
Ấn phím<strong> F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Sau khi đã đo đủ số lượng điểm đo cần thiết (đo tới tối thiểu 2 điểm và tối đa 5 điểm):<br />
→ Để xem kết quả toạ độ điểm giao hội, ấn phím <strong>F3</strong> (<strong>COMPUTE</strong>),<br />
→ Để xem phần dư ấn phím [<strong>RESID</strong>],<br />
→ Để xem độ l ệch tiêu chuẩn ấn phím <strong>F3</strong> (<strong>StdDev</strong>).<br />
→ Để cài đặt toạ độ điểm vừa giao hội được làm toạ độ trạm máy, người sử dụng chỉ việc ấn phím <strong>F4</strong> (<strong>OK</strong>).<br />
Trường hợp 2: Nếu điểm đo tới đã lưu trong bộ nhớ của máy, thì người sử dụng chỉ cần nhập vào tên điểm cần đo tới (ví dụ điểm 5) ở dòng (<strong>PtID</strong>) và chiều cao gương (<strong>hr</strong>) sau đó ấn phím<strong> F1</strong> (<strong>FIND</strong>) để tìm điểm đó<br />
Sau đó lựa chọn đúng điểm, ấn phím <strong>F4 </strong>(<strong>OK</strong>), màn hình hiện ra:<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Picture6.jpg" style="width: 400px; height: 273px;" /><br />
Tiến hành ngắm chính xác vào điểm đo tới:<br />
- Ấn phím <strong>F1</strong> (<strong>ALL</strong>) để đo,<br />
- Ấn phím <strong>F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Để xem kết quả giao hội làm tương tự như trường hợp 1.<br />
<br />
Kết quả cuối cùng sẽ cho ra tọa độ N(X), E(Y), và cao độ H. Đồng thời máy cũng tính ra phương vị của trạm máy hiện thời. Chính vì thế mà sau khi tiến hành đo giao hội xong người sử dụng có thể chuyển sang chế độ đo khác (<strong>Surveying</strong>, <strong>Stake out</strong>,...) mà không cần tiến hành các bước thiết lập trạm máy và thiết lập định hướng nữa. Ngoài ra phép đo giao hội còn đưa ra độ lệch tiêu chuẩn và phần dư để đánh giá độ chính xác của kết quả đo đồng thời cho ta biết được độ ổn định của các điểm toạ độ vừa đo tới.<br />
<br />
Chúng ta có thể đo ở một vị trí bàn độ trái hoặc phải hoặc đo ở cả hai vị trí bàn độ, không cần xếp thứ tự điểm và thứ tự mặt ống kính khi đo. Nếu một điểm được đo nhiều lần ở một mặt của ống kính thì phép đo hợp lý sẽ được sử dụng để tính toán.<br />
<br />
Nếu phép đo có nhiều hơn số điểm đo cần thiết, bộ xử lý tính toán kết quả sẽ dùng phương pháp số bình phương nhỏ nhất để hiệu chỉnh cho tọa độ phẳng (X, Y), phương pháp trung bình cho cao độ H và góc định hướng.</span></span></p>
<div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
- Giá trị đo ở bàn độ trái và bàn độ phải được đưa vào trong tính toán.<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tất cả các phép đo đều được sử lý ở cùng độ chính xác cho dù chúng được đo ở một vị trí bàn độ hay ở cả hai vị trí bàn độ.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ Y và X được xác định bằng phương pháp số bình phương nhỏ nhất, bao gồm cả độ lệch tiêu chuẩn.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Cao độ cuối cùng được tính toán từ sự trung bình của các chênh cao so với điểm gốc.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Góc định hướng được tính trung bình từ phép đo ở 2 vị trí bàn độ và vị trí mặt bằng đã được tính toán. </span></div>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><em>>>></em></strong> <strong>Lưu ý một số thông điệp hiện thị khi đo:<br />
</strong></span></span></p>
<div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
"<em><strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Selected point has no valid data</span></span>!</strong></em>" <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo đã lựa chọn không có tọa độ X hoặc Y.</span></span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Max 5 points supported </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Máy chỉ cho phép đo tối đa 5 điểm.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no position computed </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" "Không cho phép tính ra tọa độ trạm vì đã có dữ liệu không đúng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</strong><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no height computed</em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">": Hoặc cao độ của điểm đo không hợp lệ hoặc là không đủ dữ liệu đo để tính ra cao độ của trạm máy.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Insufficient space in job</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Job hiện thời đã đầy không cho phép lưu trữ thêm dữ liệu.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Hz (I-II) >0.9 deg, measure point again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc bằng lớn hơn 180</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> ± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>V(I-II) > 0.9 deg, measure again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc đứng lớn hơn 360</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> - V± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>More points or distance required </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" " Yêu cầu đo thêm điểm hoặc khoảng cách" vì không đủ dữ liệu đo để tính ra tọa độ trạm.</span></div>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Hướng dẫn giao hội máy toàn đạc Sokkia</span></h2>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Bước 1: Nhấn phím <strong><em>FUNC</em></strong> trên màn hình máy toàn đạc Sokkia đến khi màn hình xuất hiện bạn tiếp tục nhấn vào <em><strong>F1 (MENU)</strong>.</em><br />
<br />
- Bước 2: Sau khi nhấn vào <strong><em>MENU </em></strong>tiếp tục chọn <strong><em>RESECTION </em></strong>để bắt đầu chức năng giao hội.<br />
<br />
- Bước 3: Tiếp theo nhấn chọn <strong><em>NEZ </em></strong>để nhập tọa độ của 2 điểm mốc dùng để giao hội. Sau đó bạn chọn <strong><em>EDIT (F3) </em></strong>hoặc nhấn <strong>READ</strong> để đọc số liệu hiện sẵn trong màn hình máy.<br />
Tiếp theo bạn nhập tọa độ điểm số 2, sau khi nhập tọa độ 2 điểm xong nhấn <strong><em>F4 (MEAS) </em></strong>để đo về các điểm gốc và nhấn <strong><em>F19 (DIST)</em></strong>. Sau đó nhấn <strong><em>F4 (YES) </em></strong>để đo điểm số 1. Sau khi đo điểm 1 tiến hành đo điểm 2. <br />
<br />
- Bước 4: Tiếp theo nhấn <strong>CALC</strong> để tiến hành tính toán tọa độ giao hội điểm đặt máy.<br />
<br />
Trên màn hình sẽ báo sai số vị trí điểm <strong>deltaX</strong>, <strong>deltaY</strong> nếu chấp nhận sai số bạn nhấn <strong><em>REC (F3) </em></strong>để ghi lại tọa độ điểm đặt máy sau giao hội để dùng cho công tác bố trí điểm hoặc các công tác đo đạc khảo sát địa hình.<br />
<br />
<span style="color: rgb(34, 34, 34);"><strong>>>></strong> <strong>Lưu ý:</strong></span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên hiện trường bạn cần tìm điểm đặt máy hợp lý nhằm đảm bảo độ chính xác cao. Bạn cần chọn địa điểm đặt thiết bị sao cho tam giác hợp bởi điểm đặt máy và hai điểm gốc là tam giác cân, để đảm bảo giao hội máy toàn đạc được cho các kết quả đo chính xác nhất.<br />
<br />
Sau khi đo giao hội xong, bạn cần tiến hành kiểm tra các tọa độ điểm gốc xem có bị sai số không. Tiếp theo mới tiến hành bố trí các điểm của công trình hoặc vào chức năng đo đạc chi tiết của máy để đo khảo sát địa hình khu vực để lập bản đồ hay đo đạc tính toán khối lượng đào đắp. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Nên sử dụng các thiết bị như máy thủy bình để dẫn truyền cao độ một cách chuẩn xác nhất.</span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (30).png" style="text-align: center; width: 665px; height: 295px;" /><br />
</p>
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'lft' => '103',
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'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế',
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'id' => '718',
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với hơn 55.000 người dùng đang hoạt động trên khắp thế giới, PIX4D đã mở rộng văn phòng của mình ở nhiều quốc gia khác nhau ngoài trụ sở chính là Thụy Sỹ với mục tiêu hỗ trợ khách hàng tốt hơn như: Mỹ, Đức, Tây Ban Nha, Nhật Bản, Trung Quốc…</span></span>',
'content' => '<h2 style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/tracdiathanhdat_vn (7).png" style="width: 650px; height: 545px;" /></strong></span></span></h2>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. PIX4Dmapper – Phần mềm PIX4D dùng trong xử lý ảnh UAV</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmapper là phần mềm nội nghiệp có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái: ảnh RGB, ảnh hàng không, ảnh đa phổ, ảnh nhiệt, ảnh phóng tâm, ảnh 360 độ, video, v.v.<br />
<br />
<strong>– Tính năng nổi bật của PIX4Dmapper:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng quy tắc chồng lớp ảnh để cho ra dữ liệu vô cùng chính xác.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn thiện quy trình xử lý ảnh với thiết bị bay không người lái: Thu thập hình ảnh > số hóa > đánh giá, kiểm soát và cải thiện chất lượng> đo lường, tính toán > cộng tác và chia sẻ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý dữ liệu nâng cao, cung cấp kết quả chính xác với giải pháp quan trắc ảnh chuyên nghiệp: giúp người dùng tối ưu hóa quy trình làm việc dựa trên các mẫu xử lý mặc định trên phần mềm hoặc thiết lập quy trình cá nhân.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ và mô hình 3D chính xác từ hình ảnh bằng các công cụ vượt trội: phân loại đám mây điểm tự động; cải thiện bề mặt kỹ thuật số; đo đạc bề mặt, khoảng cách, khối lượng; kiểm soát độ chính xác của dự án; báo cáo chất lượng chi tiết.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/04-de-dang-tinh-toan-kich-thuoc-be-mat-khoang-cach-khoi-luong.jpg" style="width: 650px; height: 366px;" /></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xuất dữ liệu đầu ra với nhiều định dạng khác nhau.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu đầu ra của PIX4Dmapper là cơ sở để thành lập bản đồ, đặc biệt là bản đồ 3D,.. chất lượng cao. PIX4Dmapper giúp hoàn thiện xử lý ảnh, từ thu thập dữ liệu đến kiểm soát chất lượng đầu ra và chia sẻ dữ liệu dưới nhe. Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D khác như PIX4Dcloud.<br />
<br />
<strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm thành lập bản đồ và mô hình 3D, PIX4Dmapper có khả năng ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung: Đối với các dự án không bao gồm rừng, tuyết, hồ, cánh đồng nông nghiệp và / hoặc các địa hình khó tái tạo khác.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát rừng và thảm thực vật rậm rạp: Đối với dự án có diện tích rừng bao phủ hoặc thảm thực vật rậm rạp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình bằng phẳng, có ruộng: Đối với địa hình bằng phẳng có nội dung trực quan đồng nhất như ruộng nông nghiệp.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tòa nhà: Tạo mô hình 3D của các tòa nhà.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bình đồ: Dành cho các khu vực cần thể hiện đường đồng mức.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát chuyến bay: Đối với các dự án có hình ảnh được thực hiện bằng cách sử dụng nhiều chuyến bay.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng thành phố (mặt tiền có thể nhìn thấy): Lập mô hình 3D về các khu vực đô thị.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng nội thất 3D: Tạo mô hình 3D cho nội thất của các tòa nhà.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tổng hợp: Dành cho các bộ dữ liệu kết hợp (nội thất / ngoại thất và / hoặc trên không / trên mặt đất và / hoặc nadir / xiên).</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng địa vật 3D: Mô phỏng hình ảnh 3D các đối tượng đặc biệt (tháp điện, tuabin gió, đường hầm, v. v.).</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp đặc biệt: Khảo sát địa hình tuyết, cát và bề mặt nước (đại dương, hồ, sông, v.v.).</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. PIX4Dsurvey – Phần mềm PIX4D dùng trong số hóa dữ liệu</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm số hóa dữ liệu PIX4Dsurvey là phần mềm nội nghiệp có khả năng số hóa dữ liệu tự động hoặc bán tự động từ các sản phẩm từ phương pháp quan trắc ảnh, dữ liệu quét <a href="https://dathop.com/3-giai-phap-laser-scanning-pho-bien/">laser scanning</a> và LiDAR. Dữ liệu đầu ra của PIX4Dsurvey là cơ sở để tính toán độ dốc địa hình, hướng địa hình, mức độ lồi lõm, phân tích địa mạo của khu vực, v.v.<br />
<br />
<strong>– Tính năng nổi bật của </strong><strong>PIX4Dsurvey</strong><strong>:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa dữ liệu: Liên kết ảnh bay chụp và mô hình Point Cloud, trích xuất các đối tượng từ ảnh quan trắc, quét laser, LiDAR để làm cơ sở cho thành lập bản đồ.</span></span></li>
</ul>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hóa thời gian số hóa lên đến 50%: PIX4Dsurvey triển khai quy trình làm việc liền mạch và nhanh chóng, giảm thiểu thời gian thực hiện các công tác số hóa mô hình Point Cloud và biên vẽ đối tượng từ hình ảnh. Chức năng Smart Grid hỗ trợ người dùng tiết kiệm thời gian trong công tác tạo mô hình cao độ điểm.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp sẵn thuộc tính chuyển đổi sang CAD linh hoạt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/06-pix4dsurvey-co-kha-nang-chuyen-doi-sang-cad-linh-hoat.jpg" style="width: 650px; height: 484px;" /></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dsurvey xây dựng các thuật toán vô cùng tối ưu cho bất kỳ đối tượng nào bằng các thao tác vô cùng đơn giản và nhanh chóng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dsurvey được ứng dụng trong nhiều hạng mục như:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ khảo sát địa hình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa mô hình mặt đất.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình TIN.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình CAD.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. PIX4Dmatic – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmatic là phần mềm quan trắc ảnh thế hệ mới, được sử dụng để thành lập bản đồ địa hình, bản đồ quy hoạch và các loại bản đồ tỷ lệ lớn, có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái.<br />
Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D như: PIX4Dsurvey, PIX4Dcloud, v..v..<br />
<br />
<strong>– Tính năng nổi bật của PIX4Dmatic:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý bộ dữ liệu lớn, cho kết quả chính xác: PIX4Dmatic cung cấp khả năng xử lý hàng nghìn hình ảnh mà vẫn đảm bảo độ chính xác ở mức khảo sát, giảm một nửa thời gian xử lý, lý tưởng cho các dự án quy hoạch và bộ dữ liệu lớn hơn 5000 hình ảnh với độ phân gairi máy ảnh RGB tiêu chuẩn và không có giới hạn về kích thước hình ảnh.</span></span></li>
</ul>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý tự động: hợp lý hóa quy trình làm việc của người sử dụng, bao gồm nhập dữ liệu, xử lý và đánh giá chất lượng của dự án.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình làm việc liền mạch.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm chuyên cho việc thành lập bản đồ và mô hình 3D, PIX4Dmatic được ứng dụng trong các lĩnh vực:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <em style="text-align: center;"><img alt="" src="/admin/webroot/upload/image/images/08-phan-mem-pix4dmatic-duoc-ung-dung-trong-khao-sat-dia-hinh.jpg" style="width: 650px; height: 396px;" /></em></span></span></p>
<h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. PIX4Dcloud (& PIX4Dcloud Advance) – Phần mềm PIX4D dùng trong xử lý ảnh và chia sẻ trực tuyến</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng xử lý ảnh và chia sẻ trực tuyến PIX4Dcloud là nền tảng xử lý ảnh trực tuyến cho các dự án bay chụp, thành lập bản đồ 2D hoặc mô hình 3D, bao gồm các tính năng cơ bản cần có của một hệ thống xử lý ảnh nhưng được thực hiện hoàn toàn trên nền tảng trực tuyến mà không cần tải về bất kỳ một tệp cài đặt nào, không chiếm dung lượng của thiết bị nhưng vẫn đáp ứng đầy đủ quy trình làm việc từ hiện trường đến phần xử lý.<br />
<br />
<strong>– Tính năng nổi bật của PIX4Dcloud:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud phát triển một hệ thống các công cụ đo lường, ghi chú và chia sẻ dữ liệu, đảm bảo truyền tải đầy đủ mà không ảnh hưởng đến tiến độ làm việc.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ tạo lớp phủ để so sánh thiết kế ban đầu với thực trạng của dự án trên nền tảng trực tuyến mà không thông qua bên thứ 3</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp công cụ so sánh hiện trạng địa hình, tình trạng, tiến độ dự án ở các thời điểm khác nhau, giúp người dùng nắm bắt chi tiết tiến độ tại mọi thời điểm, mọi vị trí.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud có khả năng cho ra kết quả làm việc với độ chính xác ở cấp khảo sát dựa trên các thuật toán xử lý được phát triển bởi PIX4D.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng phân tích dữ liệu đơn giản, tối ưu.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng được cài đặt các thuật toán để lưu trữ dữ liệu làm việc mọi lúc, thường xuyên cập nhật và ghi lại các thay đổi đối với dự án, nhằm giải quyết các vấn đề phát sinh trong quá trình làm việc một cách hiệu quả.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dcloud được ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý, tính toán khối lượng vật liệu.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi tiến độ thi công.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng đối tượng độ cao, địa hình.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. PIX4Dfields – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dfields có khả năng xử lý ảnh để thành lập bản đồ nông nghiệp từ ảnh chụp bằng các thiết bị bay không người lái. Ưu điểm của phần mềm này là có thể sử dụng hình ảnh ở nhiều định dạng (.tiff, .jpeg) hoặc nhiều kiểu dữ liệu khác nhau như lớp dữ liệu thực vật hoặc lớp dữ liệu ranh giới thực địa, v.v. (định dạng GeoJSON, Shapefile, v.v.).<br />
PIX4Dfields nâng cấp quy trình làm việc trong lĩnh vực nông nghiệp bằng tốc độ xử lý cao và các tính năng phân tích hoàn chỉnh mà chưa một phần mềm nào trước đây đáp ứng được.<br />
<br />
<strong>– Tính năng của PIX4Dfields:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập kế hoạch bay chụp: Thiết lập kế hoạch bay chụp theo từng mục đích làm việc, thu thập dữ liệu hiện trường một cách tối ưu nhất.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với ảnh đa phổ và ảnh RGB: PIX4Dfields nhận dữ liệu ảnh RGB tiêu chuẩn hoặc ảnh đa phổ từ bất kỳ nguồn ảnh chụp nào, bao gồm Parrot Sequoia và MicaSense RedEdge.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/09-pix4dfields-co-kha-nang-tuong-thich-voi-anh-da-pho-va-anh-rgb.jpg" style="text-align: center; width: 650px; height: 350px;" /></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ xử lý nhanh chóng: Xử lý hình ảnh bằng công cụ xử lý tức thì của PIX4Dfields cho ra kết quả chỉ trong vài phút.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan: Chuyển đổi hình ảnh bay chụp từ UAV thành bản đồ chi tiết, chính xác và có thể ứng dụng được cho nhiều mục đích khác nhau.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động hiệu quả: Tối ưu hóa quy trình làm việc bằng các công cụ được thiết kế dành riêng cho nông nghiệp của PIX4Dfields, như tính toán chỉ số hay các công cụ so sánh.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp FMP: Thực hiện liền mạch công việc từ kết quả của PIX4Dfields trong nền tảng quản lý canh tác Farming Management Platform.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br />
<strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm xử lý bản đồ dành cho các ngành chuyên nghiệp, cụ thể là nông nghiệp, được ứng dụng cho nhiều mục tiêu như:</span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi và đánh giá cây trồng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý tưới tiêu và xói mòn.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ quy trình bảo vệ và sản xuất cây trồng.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ phân bổ sử dụng cho các mục đích chuyên biệt.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li>
</ul>
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. PIX4Dreact – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dreact được sử dụng để đáp ứng các nhu cầu thành lập tài liệu hiện trường một cách nhanh chóng và chính xác, cung cấp các khả năng tái lập cũng như cộng tác tại nhiều thời điểm mà vẫn đảm bảo được độ chính xác tối đa.<br />
<br />
<strong>– Tính năng nổi bật của </strong><strong>PIX4Dreact</strong><strong>:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ sử dụng, tương tác: giao diện sử dụng của PIX4Dreact được thiết kế và đóng góp bởi các chuyên gia trong lĩnh vực, liên kết với một quy trình làm việc liền mạch, đầy đủ và trơn tru. Đồng thời, hệ thống của PIX4Dreact cũng đáp ứng được nhu cầu làm việc ngay tại hiện trường với các dòng máy tính tầm trung, không yêu cầu kết nối mạng hoặc nền tảng đám mây để xử lý, chú trọng tăng cường GPU trong thuật toán xử lý để cải thiện tốc độ làm việc.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ công cụ hỗ trợ công việc hiệu quả, đầy đủ, nhất quán.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng lập bản đồ 2D nhanh chóng nhưng vẫn đảm bảo độ chính xác cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/14-pix4dreact-giup-lap-ban-do-2d-nhanh-chong.jpg" style="width: 650px; height: 488px;" /></em></span></span></p>
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu làm việc phục vụ cho nhiều mục đích: bản đồ ảnh trực giao 2D, lớp dữ liệu đã được đánh dấu và đo đạc, ảnh chụp màn hình và bản đồ bao quát khu vực, xuất báo cáo PDF.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dreact được phát triển trong nhóm phần mềm xử lý lập bản đồ hiện trường 2D cho các lĩnh vực chuyên biệt, cụ thể là các công tác phản ứng khẩn cấp, PIX4Dreact được sử dụng để quan sát hiện trường tai nạn hoặc các tình huống đặc biệt như: Động đất, lũ lụt, cháy nổ, tìm kiếm cứu nạn, tác chiến, di dời, v.v.</span></span><br />
<h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. PIX4Dcatch – Phần mềm PIX4D dùng trong quét 3D</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcatch là một ứng dụng dành cho thiết bị di động, dùng để quét 3D đối tượng, được sử dụng trên cả các thiết bị với hệ điều hành Android và iOS. Ứng dụng PIX4Dcatch cho phép người dùng dễ dàng có được dữ liệu đối tượng phù hợp để số hóa thực tế xung quanh và biến nó thành các mô hình 3D chính xác.<br />
<br />
<strong>– Tính năng nổi bật của </strong><strong>PIX4Dcatch</strong><strong>:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng hoạt động linh hoạt với nhiều tính năng thu thập dữ liệu.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tạo ra sản phẩm 3D chất lượng cao nhờ công nghệ quan trắc ảnh tiên tiến.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chụp và số hóa bất kỳ đối tượng vật lý nào ở chế độ 3D: chỉ cần thiết bị được cài đặt ứng dụng và di chuyển xung quanh khu cực cần thu thập dữ liệu là có thể chụp và số hóa.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quét, xuất và chỉnh sửa đối tượng, mục tiêu và dễ dàng chia sẻ.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với thiết bị di động để nâng cao khả năng quét 3D với công nghệ RTK và phép quan trắc ảnh.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ trên thiết bị di động ở cả hệ điều hành iOS hoặc Android: PIX4Dcatch có sẵn trên iOS (phiên bản 13.4.1) và Android (phiên bản 9), tối ưu hóa cho Apple Ipad Pro và iPhone 12 được trang bị máy quét LiDAR, cung cấp phản hồi trực tiếp và quá tình quét hoàn thành.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– Ứng dụng:</strong></span></span><br />
<ul>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công (lập bản đồ hiện trạng khi thi công, tính toán khối lượng bùn đất…).</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ hiện trạng thi công công trình ngầm.</span></span></li>
<li>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">An toàn công cộng.</span></span></li>
</ul>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/15-pix4dcatch-co-kha-nang-chup-va-so-hoa-ky-doi-tuong-vat-ly-nao-o-che-do-3d.jpg" style="width: 650px; height: 366px;" /></span></span><br />
<br />
</p>
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'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO Plan hỗ trợ thực hiện nhiệm vụ quan trọng là lập tài liệu và trực quan hóa các phép đo. Bằng cách này, các bước tiếp theo của một dự án được lên kế hoạch dễ dàng.</span></span>',
'content' => '<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="disto plan app" src="https://shop.leica-geosystems.com/sites/default/files/2019-04/plan-app.jpg" style="height: 311px; width: 280px;" /></span></span></p>
<p style="text-align: center;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(39, 39, 39); letter-spacing: 0.72px; background-color: rgb(239, 239, 239);">Leica DISTO Apps & Software</span></span></span></p>
<br />
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO™ Plan mới hỗ trợ việc lập tài liệu và hiển thị các phép đo.</span></span></div>
<div>
</div>
<div>
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Phác thảo sơ đồ trên điện thoại thông minh hoặc máy tính bảng và các phép đo tương ứng được gán dễ dàng cho từng bước. Sau đó, ứng dụng sẽ tự động tạo sơ đồ được chia tỷ lệ. Ngoài ra, chức năng Phòng thông minh cải tiến kết hợp với cảm biến mới được tích hợp trong Leica DISTO™ X3 và X4 cho phép tạo sơ đồ chính xác chỉ bằng cách thực hiện các phép đo theo chiều kim đồng hồ hoặc ngược chiều kim đồng hồ của căn phòng.</span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi kết hợp với bộ điều hợp DST 360 hoặc DISTO™ S910, ứng dụng cung cấp chức năng đo 3D, cho phép ghi lại các phép đo ở dạng 2D hoặc 3D.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tất cả các phép đo và sơ đồ tầng có thể được xuất dưới dạng bản vẽ CAD hoặc ở định dạng PDF. Ứng dụng mới hỗ trợ tất cả các thiết bị Leica DISTO™ có chức năng Bluetooth®.</span></span></div>
<div>
</div>
<div>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">* Các thiết bị Leica DISTO™ sau được hỗ trợ:</span></span></strong></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X3</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X4</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D2</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D1</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D110</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7100i</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D510</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7500i</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảm ứng Leica DISTO™ D810</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ S910</span></span><br />
<br />
<div>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** Điều khoản và điều kiện mua hàng trong ứng dụng</span></span></strong></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký và tự động gia hạn hàng tháng hoặc hàng năm ( tùy chọn).</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Việc thanh toán sẽ được tính vào Tài khoản iTunes.</span></span></div>
<div>
</div>
<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký sẽ tự động gia hạn ( trừ khi bạn tắt tính năng tự động gia hạn trong Cài đặt sau 24 giờ dùng thử)</span></span></div>
<div style="text-align: center;">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica Disto 2.jpg" style="width: 800px; height: 334px;" /></span></span><br />
</div>
<div>
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">>>></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Lưu ý</strong></u><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">: Ứng dụng được tải miễn phí trên </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Apple Store</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> hoặc </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Google Store</strong></div>
</div>
',
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'title_seo' => 'Máy đo khoảng cách laser Leica ',
'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
'meta_des' => 'huyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
'created' => '2023-04-04',
'modified' => '2026-04-13',
'status' => '1',
'view' => '17136',
'slug' => 'leica-disto-apps',
'name_eng' => '',
'shortdes_eng' => '',
'content_eng' => '',
'phut' => null,
'shortdes_tq' => null,
'content_tq' => null,
'name_tq' => null,
'nguoilon' => null,
'treem' => null,
'truso' => null,
'don' => null,
'doi' => null,
'lon' => null,
'tour' => null,
'tourtrongnuoc' => null,
'tournuocngoai' => null,
'noiden' => null,
'ngaydi' => null,
'thangdi' => null,
'namdi' => null,
'ngaykhoihanh' => null,
'thoigiandi' => null,
'ngaykhoihanh_eng' => null,
'thoigiandi_eng' => null,
'videoyou' => null,
'nt' => null,
'duration' => null,
'duration_eng' => null,
'twodaypro' => null,
'twodaypro_eng' => null,
'threedaypro' => null,
'threedaypro_eng' => null,
'photo' => null,
'lft' => '353',
'rght' => '354',
'vat' => null,
'hangsx' => null,
'baohanh' => null,
'tinhtrang' => '1',
'tailieu' => null,
'tag' => null
),
'Catproduct' => array(
'id' => '40',
'name' => 'Kiến thức - Ứng dụng',
'parent_id' => null,
'alias' => 'kien-thuc-ung-dung',
'images' => '',
'lft' => '103',
'rght' => '104',
'pos' => '5',
'status' => '1',
'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế',
'meta_key' => '',
'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc.
',
'created' => '2015-12-16',
'modified' => '2026-02-24',
'slug' => 'kien-thuc-ung-dung',
'cate' => '4',
'link' => 'tin-tuc',
'name_eng' => '',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!',
'display' => '0',
'content_eng' => null
)
)
)
$description_for_layout = 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc.
'
$title_for_layout = 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế'
$cat = array(
'Catproduct' => array(
'id' => '40',
'name' => 'Kiến thức - Ứng dụng',
'parent_id' => null,
'alias' => 'kien-thuc-ung-dung',
'images' => '',
'lft' => '103',
'rght' => '104',
'pos' => '5',
'status' => '1',
'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế',
'meta_key' => '',
'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc.
',
'created' => '2015-12-16',
'modified' => '2026-02-24',
'slug' => 'kien-thuc-ung-dung',
'cate' => '4',
'link' => 'tin-tuc',
'name_eng' => '',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!',
'display' => '0',
'content_eng' => null
)
)
$setting = array(
'id' => '1',
'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
'address_eng' => '',
'address' => '<p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br />
Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
<p>
<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p>
<p>
<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br />
<br />
</p>
',
'contactinfo_eng' => '',
'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội',
'contactinfo' => '<div dir="rtl" style="text-align: left;">
<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br />
Tel: (024) 3776 4930 <br />
Fax: (024) 3776 5908<br />
Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
Hotline: <strong>0913 051 734</strong><br />
<br />
<strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br />
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br />
</div>
<div style="">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div>
<div style="">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div>
<div style="">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br />
<br />
- 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br />
<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div>
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'email' => 'tracdiathanhdat@yahoo.com',
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'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
'created' => '2012-06-05',
'modified' => '1769758152',
'youtube' => 'http://youtube.com',
'twitter' => 'https://twitter.com/',
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'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
'email2' => 'duycuong7640',
'skype' => 'hothihuyen.hn',
'yahoo' => 'duycuong7640',
'yahoo1' => 'duycuong7640',
'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
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'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
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<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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'gioithieu' => '<p style="text-align: center;">
<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
'bb' => '',
'zing' => '',
'hotline2' => '0912 35 65 75',
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'theh1' => 'thanhdatsurvey.JSC',
'hanoi' => '<div>
<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
',
'tphcm' => '<div>
<strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
<strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div>
<div>
<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
<strong>Email </strong>: info@ifes.vn</div>
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'gt' => '<p style="text-align: justify;">
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br />
</p>
<div style="text-align: justify;">
<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div>
',
'gt_eng' => ''
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$keywords_for_layout = 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, '
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'id' => '588',
'name' => 'Hướng dẫn mua hàng',
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'content' => '<p>
<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br />
<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br />
</p>
<p>
<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br />
<br />
– Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mong được hợp tác với Quý khách hàng trên cả nước.<br />
<br />
Trân trọng!</span></span></span></div>
',
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'images_multi' => '',
'pos' => '1',
'new' => '0',
'hot' => '1',
'saleoff' => null,
'title_seo' => 'Máy trắc địa chính hãng | RTK GNSS, máy toàn đạc, máy thủy bình – Trắc địa Thành Đạt',
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'meta_des' => 'Chuyên cung cấp máy RTK GNSS, máy toàn đạc, máy thủy bình, GPS cầm tay chính hãng. Tư vấn kỹ thuật – giao hàng toàn quốc. Trắc địa Thành Đạt – 0913 051 734',
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'threedaypro' => null,
'threedaypro_eng' => null,
'photo' => null,
'lft' => '143',
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'Catproduct' => array(
'id' => '4',
'name' => 'Chính sách bán hàng',
'parent_id' => null,
'alias' => 'chinh-sach-ban-hang',
'images' => '',
'lft' => '47',
'rght' => '48',
'pos' => '3',
'status' => '0',
'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
'created' => '2015-12-02',
'modified' => '2025-10-29',
'slug' => 'chinh-sach-ban-hang-1',
'cate' => '4',
'link' => 'dich-vu',
'name_eng' => 'Sales Policy',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
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),
(int) 1 => array(
'Post' => array(
'id' => '586',
'name' => 'Chính sách thanh toán',
'code' => null,
'alias' => 'chinh-sach-thanh-toan',
'cat_id' => '4',
'price' => '0',
'type' => 'new',
'shortdes' => '',
'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br />
<br />
<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span> </span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Chúng tôi c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận các hình thức thanh toán bằng tiền mặt, chuyển khoản theo đúng quy định pháp luật. </span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Quý khách có thể chọn các phương thức thanh toán sau đây:</span></span><br />
<br />
<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh toán trực tiếp tại cửa hàng<br />
<br />
II. Thanh toán qua hình thức chuyển khoản</span></strong><br />
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br />
<br />
<strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br />
<br />
<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br />
<br />
Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p>
',
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'pos' => '2',
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'hot' => '1',
'saleoff' => null,
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'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
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'status' => '1',
'view' => '3511',
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'twodaypro' => null,
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'threedaypro' => null,
'threedaypro_eng' => null,
'photo' => null,
'lft' => '139',
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'baohanh' => null,
'tinhtrang' => '1',
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'Catproduct' => array(
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'name' => 'Chính sách bán hàng',
'parent_id' => null,
'alias' => 'chinh-sach-ban-hang',
'images' => '',
'lft' => '47',
'rght' => '48',
'pos' => '3',
'status' => '0',
'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
'created' => '2015-12-02',
'modified' => '2025-10-29',
'slug' => 'chinh-sach-ban-hang-1',
'cate' => '4',
'link' => 'dich-vu',
'name_eng' => 'Sales Policy',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 2 => array(
'Post' => array(
'id' => '587',
'name' => 'Chính sách vận chuyển',
'code' => null,
'alias' => 'chinh-sach-van-chuyen',
'cat_id' => '4',
'price' => '0',
'type' => 'new',
'shortdes' => '',
'content' => '<div>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br />
<br />
Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br />
</div>
<div>
<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br />
<br />
<strong>> Thời gian giao hàng </strong><br />
<br />
- Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br />
<br />
- Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p>
<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p>
<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br />
<br />
Trân trọng!</span></span></span></p>
</div>
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'twodaypro' => null,
'twodaypro_eng' => null,
'threedaypro' => null,
'threedaypro_eng' => null,
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'lft' => '141',
'rght' => '142',
'vat' => null,
'hangsx' => null,
'baohanh' => null,
'tinhtrang' => '1',
'tailieu' => null,
'tag' => null
),
'Catproduct' => array(
'id' => '4',
'name' => 'Chính sách bán hàng',
'parent_id' => null,
'alias' => 'chinh-sach-ban-hang',
'images' => '',
'lft' => '47',
'rght' => '48',
'pos' => '3',
'status' => '0',
'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
'created' => '2015-12-02',
'modified' => '2025-10-29',
'slug' => 'chinh-sach-ban-hang-1',
'cate' => '4',
'link' => 'dich-vu',
'name_eng' => 'Sales Policy',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 3 => array(
'Post' => array(
'id' => '585',
'name' => 'Chính sách đổi trả',
'code' => null,
'alias' => 'chinh-sach-doi-tra',
'cat_id' => '4',
'price' => '0',
'type' => 'new',
'shortdes' => '',
'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br />
<br />
Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br />
<ul>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li>
<li style="box-sizing: border-box;">
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div>
<ul>
<li>
<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li>
<li>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>',
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'pos' => '4',
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'hot' => '1',
'saleoff' => null,
'title_seo' => 'Trắc địa Thành Đạt',
'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
'created' => '2021-04-07',
'modified' => '2026-04-13',
'status' => '1',
'view' => '3547',
'slug' => 'chinh-sach-doi-tra',
'name_eng' => '',
'shortdes_eng' => '',
'content_eng' => '',
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'twodaypro' => null,
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'threedaypro' => null,
'threedaypro_eng' => null,
'photo' => null,
'lft' => '137',
'rght' => '138',
'vat' => null,
'hangsx' => null,
'baohanh' => null,
'tinhtrang' => '1',
'tailieu' => null,
'tag' => null
),
'Catproduct' => array(
'id' => '4',
'name' => 'Chính sách bán hàng',
'parent_id' => null,
'alias' => 'chinh-sach-ban-hang',
'images' => '',
'lft' => '47',
'rght' => '48',
'pos' => '3',
'status' => '0',
'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
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'modified' => '2025-10-29',
'slug' => 'chinh-sach-ban-hang-1',
'cate' => '4',
'link' => 'dich-vu',
'name_eng' => 'Sales Policy',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 4 => array(
'Post' => array(
'id' => '583',
'name' => 'Chính sách bảo hành',
'code' => null,
'alias' => 'chinh-sach-bao-hanh',
'cat_id' => '4',
'price' => '0',
'type' => 'new',
'shortdes' => '',
'content' => '<div>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div>
<div>
<br />
<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br />
<br />
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li>
</ul>
<br />
<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br />
<br />
<ul>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li>
<li>
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br />
<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div>
',
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'pos' => '5',
'new' => '0',
'hot' => '1',
'saleoff' => null,
'title_seo' => 'Trắc địa Thành Đạt',
'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
'created' => '2021-04-07',
'modified' => '2026-04-13',
'status' => '1',
'view' => '3279',
'slug' => 'chinh-sach-bao-hanh',
'name_eng' => '',
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'content_eng' => '',
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'duration' => null,
'duration_eng' => null,
'twodaypro' => null,
'twodaypro_eng' => null,
'threedaypro' => null,
'threedaypro_eng' => null,
'photo' => null,
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'parent_id' => null,
'alias' => 'chinh-sach-ban-hang',
'images' => '',
'lft' => '47',
'rght' => '48',
'pos' => '3',
'status' => '0',
'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
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'modified' => '2025-10-29',
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'cate' => '4',
'link' => 'dich-vu',
'name_eng' => 'Sales Policy',
'name_tq' => '',
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'hot' => '0',
'content' => '',
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(int) 5 => array(
'Post' => array(
'id' => '584',
'name' => 'Chính sách bảo mật thông tin',
'code' => null,
'alias' => 'chinh-sach-bao-mat-thong-tin',
'cat_id' => '4',
'price' => '0',
'type' => 'new',
'shortdes' => '',
'content' => '<div>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2>
<p style="text-align: justify;">
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span>
<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li>
</ul>
</li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2>
<br />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2>
<p style="text-align: justify;">
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p>
<div style="margin: 0px; padding: 0px; line-height: 20px;">
<div>
<div style="text-align: justify;">
</div>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2>
<br />
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br />
</div>
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div>
<div style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div>
<div style="text-align: justify;">
</div>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2>
<div style="text-align: justify;">
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div>
<div style="text-align: justify;">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br />
</div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
<div style="text-align: justify;">
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
</div>
</div>
<p style="text-align: justify;">
<br />
<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br />
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2>
<br />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li>
<li style="margin: 0px; padding: 0px; line-height: 20px;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li>
</ul>
<p style="text-align: justify;">
</p>
<h2 style="text-align: justify;">
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2>
<p style="text-align: justify;">
<br style="margin: 0px; padding: 0px;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p>
</div>
<div style="text-align: justify;">
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
<br />
Trân trọng!</span></span></div>
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)
),
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'phone' => '3252 436 432',
'yahoo' => 'duycuong7640',
'skype' => 'tuvantubep',
'pos' => '0',
'created' => '2014-01-15',
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'meta_des' => 'Máy toàn đạc điện tử (Total Station) là một trong những thiết bị được sử dụng nhiều nhất trong trắc địa với các chức năng đo góc ngang và góc đứng. Máy toàn đạc là sự kết hợp hoàn hảo của máy kinh vĩ và thiết bị đo khoảng cách điện tử (EDM).',
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Là công ty chuyên nhập khẩu, cung cấp máy kinh vĩ các loại chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
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'name_tq' => '',
'type' => 'product',
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'content' => '',
'display' => '0',
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'alias' => 'may-thuy-binh-tu-dong',
'images' => '20240108152516627905f21b5ae408516847694d6bf571.png',
'lft' => '10',
'rght' => '11',
'pos' => '4',
'status' => '1',
'title_seo' => 'Máy thủy bình, máy thủy bình chính hãng, may thuy binh Nikon, may thuy binh Leica, may thuy binh Topcon, may thuy bình Pentax, may thuy binh,...',
'meta_key' => 'Máy thủy bình, máy thủy bình chính hãng, may thuy binh Nikon, may thuy binh Leica, may thuy binh Topcon, may thuy bình Pentax, may thuy binh.. chính hãng tại Hà Nội',
'meta_des' => 'Máy thủy bình tự động là loại máy thủy chuẩn được cải tiến với hệ thống tự cân bằng của con lắc. Thông qua hệ thống cân bằng tự động khiến cho các thao tác kỹ thuật liên quan đến thiết lập trạm máy cũng như quá trình đo góc hay khoảng cách, đo cao được chính xác và nhanh chóng hơn, nhiều tính năng nâng cao hơn máy thủy bình cơ.
Là công ty chuyên nhập khẩu, cung cấp máy thủy bình/ máy thủy chuẩn chính hãng tại Việt Nam, Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
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'cate' => '4',
'link' => 'san-pham',
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'name_tq' => '',
'type' => 'product',
'hot' => '0',
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),
(int) 6 => array(
'Catproduct' => array(
'id' => '11',
'name' => 'Máy thủy bình điện tử',
'parent_id' => '2',
'alias' => 'may-thuy-binh-dien-tu',
'images' => '20240108152655355622b7e39186c76b1c8d7c90d8d67b.png',
'lft' => '12',
'rght' => '13',
'pos' => '5',
'status' => '1',
'title_seo' => 'may thuy binh dien tu, máy thủy bình điện tử, máy thủy bình điện tử Leica, Nikon, Topcon, Sokkia, Trimple',
'meta_key' => 'may thuy binh dien tu, máy thủy bình điện tử, máy thủy bình điện tử Leica, Nikon, Topcon, Sokkia, Trimple chính hãng tại Việt Nam',
'meta_des' => 'Máy thủy bình điện tử là loại máy sử dụng tia hồng ngoại để đọc những số liệu cần đo đạc, rồi tự động tính toán theo các phép tính mà người sử dụng lựa chọn. Cuối cùng, kết quả sẽ hiển thị trên màn hình LCD. Các dữ liệu tính toán và đo đạc được lưu trữ ở bộ nhớ trong của máy. Hoặc có thể chuyển qua máy tính để xử lý các số liệu mà người sử dụng cần.
',
'created' => '2015-12-02',
'modified' => '2024-01-08',
'slug' => 'may-thuy-binh-dien-tu',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 7 => array(
'Catproduct' => array(
'id' => '16',
'name' => 'Máy thủy bình laser',
'parent_id' => '2',
'alias' => 'may-thuy-binh-laser',
'images' => '2024010815374917fb38b64f9f6f9f2d1bc004b3e3e59c.png',
'lft' => '22',
'rght' => '23',
'pos' => '6',
'status' => '1',
'title_seo' => 'Máy thủy bình laser chính hãng giá rẻ tại Hà Nội, may thuy binh laser, may laser, máy laser giá rẻ, máy laser Bosch, máy laser Leica',
'meta_key' => 'Máy thủy bình laser chính hãng giá rẻ tại Hà Nội, may thuy binh laser, may laser, máy laser giá rẻ, máy laser Bosch, máy laser Leica',
'meta_des' => 'Chuyên nhập khẩu, cung cấp máy laser chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-09',
'modified' => '2024-02-28',
'slug' => 'may-thuy-binh-laser',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 8 => array(
'Catproduct' => array(
'id' => '17',
'name' => 'Máy đo khoảng cách laser',
'parent_id' => '2',
'alias' => 'may-do-khoang-cach-laser',
'images' => '2024010815293974051a0f3faad4fe0033fe98318caed8.png',
'lft' => '24',
'rght' => '25',
'pos' => '6',
'status' => '1',
'title_seo' => 'Máy Đo Khoảng Cách Laser chính hãng giá rẻ',
'meta_key' => 'Máy Đo Khoảng Cách Laser, Máy Đo Khoảng Cách Laser chính hãng, May do khoang cach laser, May do khoang cach laser chinh hang, May do khoang cach',
'meta_des' => 'Là công ty chuyên nhập khẩu, cung cấp máy đo khoảng cách laser chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-09',
'modified' => '2024-01-08',
'slug' => 'may-do-khoang-cach-laser',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => 'May do khoang cach laser',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 9 => array(
'Catproduct' => array(
'id' => '13',
'name' => 'Máy định vị vệ tinh GPS 2 tần số RTK',
'parent_id' => '2',
'alias' => 'may-dinh-vi-ve-tinh-gps-2-tan-so-rtk',
'images' => '20240108152853b1305732e016ad5c534f8371d76c092b.png',
'lft' => '16',
'rght' => '17',
'pos' => '7',
'status' => '1',
'title_seo' => 'Máy định vị vệ tinh GPS 2 tần số RTK, máy đinh vị vệ tinh GNSS RTK, máy RTK, may RTK',
'meta_key' => 'máy định vị vệ tinh GNSS RTK, máy RTK, may RTK, ',
'meta_des' => 'Chuyên nhập khẩu, cung cấp máy định vị vệ tinh GNSS RTK chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-02',
'modified' => '2024-01-08',
'slug' => 'may-dinh-vi-ve-tinh-gps-2-tan-so-rtk',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 10 => array(
'Catproduct' => array(
'id' => '19',
'name' => 'Máy định vị GPS cầm tay',
'parent_id' => '2',
'alias' => 'may-dinh-vi-gps-cam-tay',
'images' => '20240108153154a6b2faa25954f0bdc29b481c798007e7.png',
'lft' => '26',
'rght' => '27',
'pos' => '7',
'status' => '1',
'title_seo' => 'máy định vị GPS cầm tay, may GPS cam tay, Máy GPS Garmin',
'meta_key' => 'máy định vị GPS cầm tay, may GPS cam tay, Máy GPS Garmin chính hãng',
'meta_des' => 'Chuyên nhập khẩu, cung cấp máy GPS cầm tay Garmin chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-10',
'modified' => '2024-01-08',
'slug' => 'may-dinh-vi-gps-cam-tay',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 11 => array(
'Catproduct' => array(
'id' => '14',
'name' => 'Máy thông tầng',
'parent_id' => '2',
'alias' => 'may-thong-tang',
'images' => '2024010816025097a2e124175b25dae1b26701340708c7.png',
'lft' => '18',
'rght' => '19',
'pos' => '8',
'status' => '1',
'title_seo' => 'máy thông tầng, máy chiếu đứng, may chieu dung, Foif,',
'meta_key' => 'Máy thông tầng, máy chiếu đứng, may chieu dung, Foif,',
'meta_des' => 'Chuyên cung cấp máy chiếu đứng các loại. Cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-02',
'modified' => '2024-01-19',
'slug' => 'may-thong-tang',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 12 => array(
'Catproduct' => array(
'id' => '15',
'name' => 'Máy bộ đàm',
'parent_id' => '2',
'alias' => 'may-bo-dam',
'images' => '20240108153715f990518da54698e33be2ea01d6b75f59.png',
'lft' => '20',
'rght' => '21',
'pos' => '8',
'status' => '1',
'title_seo' => 'máy bộ đàm, may bo dam, máy bộ đàm Kenwood, máy bộ đàm Motorola, may bo dam chinh hang',
'meta_key' => 'máy bộ đàm, may bo dam, máy bộ đàm Kenwood, máy bộ đàm Motorola, may bo dam chinh hang, máy bộ đàm chính hãng tại Việt Nam',
'meta_des' => 'Chuyên nhập khẩu, cung cấp máy bộ đàm chính hãng các loại, Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-02',
'modified' => '2024-01-08',
'slug' => 'may-bo-dam',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 13 => array(
'Catproduct' => array(
'id' => '51',
'name' => 'Thước đo các loại',
'parent_id' => '2',
'alias' => 'thuoc-do-cac-loai',
'images' => '202401081540347d3b76212a8ebdd03d45fc49a95a9868.png',
'lft' => '32',
'rght' => '33',
'pos' => '10',
'status' => '1',
'title_seo' => 'thước thép, thước Yamayo, thuoc thep, thước đo sâu, thuoc do sau',
'meta_key' => 'thước thép, thước Yamayo, thuoc thep, thước đo sâu, thuoc do sau chính hãng tại Việt Nam ',
'meta_des' => 'Chuyên nhập khẩu, cung cấp thước đo các loại chính hãng, Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2021-03-25',
'modified' => '2024-01-08',
'slug' => 'thuoc-do-cac-loai',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 14 => array(
'Catproduct' => array(
'id' => '50',
'name' => 'Ống nhòm - Ống nhòm đo khoảng cách',
'parent_id' => '2',
'alias' => 'ong-nhom-ong-nhom-do-khoang-cach',
'images' => '20240108154447aa6b0fa969e5b4b7e097ef929cddbc0b.png',
'lft' => '30',
'rght' => '31',
'pos' => '11',
'status' => '1',
'title_seo' => 'ống nhòm, ống nhòm đo khoảng cách, ong nhom gia re, ống nhòm chính hãng, ống nhòm golf',
'meta_key' => 'ống nhòm, ống nhòm đo khoảng cách, ong nhom gia re, ống nhòm chính hãng, ống nhòm golf chính hãng',
'meta_des' => 'Chuyên cung cấp ống nhòm, ống nhòm đo khoảng cách chính hãng giá rẻ tại Hà Nội. Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2021-03-25',
'modified' => '2024-01-08',
'slug' => 'ong-nhom-ong-nhom-do-khoang-cach',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 15 => array(
'Catproduct' => array(
'id' => '12',
'name' => 'Phụ kiện trắc địa',
'parent_id' => '2',
'alias' => 'phu-kien-trac-dia',
'images' => '2024010815484273190bae8513cd20f76eb5a6816de822.png',
'lft' => '14',
'rght' => '15',
'pos' => '12',
'status' => '1',
'title_seo' => 'phụ kiện trắc địa, phu kien trac dia, chân máy, chân máy toàn đạc, chân thủy bình, pin GPS, pin sạc RTK, pin máy toàn đạc điện tử, mia, gương sào, gường Leica, gương Topcon, gương Nikon, sào gương',
'meta_key' => 'phụ kiện trắc địa, phu kien trac dia, chân máy, chân máy toàn đạc, chân thủy bình, pin GPS, pin sạc RTK, pin máy toàn đạc điện tử, mia, gương sào, gường Leica, gương Topcon, gương Nikon, sào gương chính hãng',
'meta_des' => 'Chuyên cung cấp phụ kiện trắc địa các loại: mia, chân toàn đạc, chân thủy bình, sạc pin RTK, sạc pin máy toàn đạc, gương sào,.... Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2015-12-02',
'modified' => '2024-01-08',
'slug' => 'phu-kien-trac-dia',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => 'Equipments',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
),
(int) 16 => array(
'Catproduct' => array(
'id' => '47',
'name' => 'Sản phẩm khác',
'parent_id' => '2',
'alias' => 'san-pham-khac',
'images' => '2024010816004972262bc63fc2344d41a2a0d35c8176a7.png',
'lft' => '28',
'rght' => '29',
'pos' => '14',
'status' => '1',
'title_seo' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..',
'meta_key' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..',
'meta_des' => 'Chuyên cung cấp địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,.. Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
'created' => '2016-01-25',
'modified' => '2024-01-08',
'slug' => 'san-pham-khac',
'cate' => '4',
'link' => 'san-pham',
'name_eng' => '',
'name_tq' => '',
'type' => 'product',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
)
)
$cap2 = array(
'Catproduct' => array(
'id' => '45',
'name' => 'Dịch vụ thuê máy',
'parent_id' => '3',
'alias' => 'dich-vu-thue-may',
'images' => '',
'lft' => '42',
'rght' => '43',
'pos' => '2',
'status' => '1',
'title_seo' => '',
'meta_key' => '',
'meta_des' => '',
'created' => '2016-01-21',
'modified' => '2016-01-21',
'slug' => 'dich-vu-thue-may',
'cate' => '4',
'link' => 'gioi-thieu',
'name_eng' => '',
'name_tq' => '',
'type' => 'new',
'hot' => '0',
'content' => '',
'display' => '0',
'content_eng' => null
)
)
$dm_c3 = array()include - APP/View/Elements/menu.ctp, line 55 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::sanpham() - APP/Controller/ProductController.php, line 285 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161 [main] - APP/webroot/index.php, line 92
Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]Code Context<div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>><?php echo $cap1['Catproduct']['name'.LANGUAGE];?>$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp' $dataForView = array( 'listnews' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'description_for_layout' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'title_for_layout' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'cat' => array( 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), 'setting' => array( 'id' => '1', 'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt', 'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)', 'address_eng' => '', 'address' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ), 'keywords_for_layout' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng 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View 10/191. </div> <div class="clear-main"></div> ', 'scripts_for_layout' => '' ) $listnews = array( (int) 0 => array( 'Post' => array( 'id' => '726', 'name' => 'Máy toàn đạc điện tử Leica - Hỏi và Đáp', 'code' => null, 'alias' => 'may-toan-dac-dien-tu-leica-hoi-va-dap', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Leica Geosystems <span style="text-align: justify;">cung cấp nhiều dòng </span><span style="box-sizing: border-box; text-align: justify;">máy toàn đạc điện tử</span><span style="text-align: justify;"> phù hợp với các yêu cầu khác nhau của người dùng. Cùng tìm hiểu!</span></span></span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Một số câu hỏi thường gặp về máy toàn đạc điện tử Leica</strong></span></span><br /> </h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy toàn đạc Leica có thể được sử dụng cho việc đo đạc trong môi trường nước không?</strong><br /> <br /> Máy toàn đạc Leica không thích hợp cho việc đo đạc trong môi trường trong nước vì nước có thể ảnh hưởng đến hiệu suất và độ bền của máy. Trong trường hợp cần đo đạc trong môi trường nước, hãy xem xét sử dụng các thiết bị chống nước hoặc các phương pháp đo đạc khác.<br /> <br /> <strong>2. Làm thế nào để kiểm tra độ chính xác của máy toàn đạc Leica?</strong><br /> <br /> Để kiểm tra độ chính xác của máy toàn đạc Leica, bạn có thể thực hiện việc đo đạc lại các điểm đã biết trước đó và so sánh kết quả. Ngoài ra, kiểm tra và calibrate máy toàn đạc định kỳ là cách tốt nhất để đảm bảo độ chính xác của máy.<br /> <br /> <strong>3. Máy toàn đạc Leica có thể đo đạc trong thời tiết khắc nghiệt mưa gió, bão lớn không?</strong><br /> <br /> Máy Leica được thiết kế để hoạt động trong các điều kiện thời tiết bình thường. Tuy nhiên, trong các điều kiện thời tiết khắc nghiệt như mưa, tuyết, hoặc gió mạnh, việc đo đạc có thể gặp khó khăn và dễ bị ảnh hưởng.<br /> Trắc địa Thành Đạt khuyến nghị tránh sử dụng máy trong những điều kiện này để đảm bảo an toàn và độ chính xác của kết quả đo đạc.<br /> <br /> <strong>4. Cần bao lâu để sử dụng thành thạo máy toàn đạc Leica?</strong><br /> <br /> Thời gian học và trở thành người sử dụng thành thạo máy Leica phụ thuộc vào trình độ và kinh nghiệm của mỗi người. Thông thường việc học cách sử dụng máy Leica có thể mất từ vài tuần để làm quen với các tính năng và kỹ thuật sử dụng cho thành thạo.<br /> <br /> <strong>5. Máy toàn đạc Leica có tích hợp GPS không?</strong><br /> <br /> Có. Nhiều mẫu máy toàn đạc Leica hiện nay được trang bị tính năng tích hợp GPS, cho phép đo đạc tọa độ địa lý và định vị với độ chính xác cao.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">II. Một số dòng máy toàn đạc điện tử Leica hiện có</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems tạo ra các giải pháp hoàn chỉnh cho các chuyên gia trên khắp thế giới.</span></span> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, Leica cung cấp nhiều dòng máy toàn đạc điện tử phù hợp với các yêu cầu khác nhau của người dùng. Cụ thể: </span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica FlexLine</strong>: Loạt máy toàn đạc linh hoạt, dễ sử dụng, chuyên nghiệp, và có khả năng kết nối GPS.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-FlexLine-Series-Content-Teaser-Image-1680x885(1).jpg" style="width: 800px; height: 380px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Viva</strong>: Dòng máy toàn đạc tích hợp với công nghệ thuộc GPS/GNSS, cho phép đo đạc và định vị tốt trên một loạt ứng dụng.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Viva_CS15_CS10_field_controller_2480x750.jpg" style="width: 800px; height: 242px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Nova</strong>: Thiết bị đo đạc đa năng với tích hợp GPS, công nghệ xác định tọa độ cao cấp và khả năng làm việc trong môi trường khắc nghiệt nhất.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/estacion-total-auscultacion-leica-nova-tm60-permanente.jpg" style="width: 800px; height: 534px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica iCON</strong>: Dòng máy toàn đạc dành riêng cho ngành xây dựng, với tính năng linh hoạt và công nghệ tiên tiến.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/leica-icon-gps-60.jpg" style="width: 800px; height: 568px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">III. Đơn vị cung cấp máy toàn đạc điện tử Leica UY TÍN</span></span></h2> <br /> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy toàn đạc điện tử của hãng Leica Geosystems, Thụy Sĩ. UY TÍN - CHẤT LƯỢNG!</span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: <strong>0913051734 (call/imesage/zalo)</strong><br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span><br /> </p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: center;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><img alt="" src="/admin/webroot/upload/image/images/Máy toàn đạc diện tử (665 × 295 px) (2).png" style="width: 665px; height: 295px;" /></span></span></p> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> </p> ', 'images' => '2023071215243291bf87733c85c6054f3187c9027e7ff2.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'máy toàn đạc Leica', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-07-12', 'modified' => '2026-04-13', 'status' => '1', 'view' => '13874', 'slug' => 'may-toan-dac-dien-tu-leica-hoi-va-dap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '371', 'rght' => '372', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '725', 'name' => 'Một số lỗi thường gặp khi sử dụng máy thủy bình điện tử', 'code' => null, 'alias' => 'mot-so-loi-thuong-gap-khi-su-dung-may-thuy-binh-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">Máy thủy bình</span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-align: justify;"> </span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">điện tử</span><span style="text-align: justify; background-color: rgb(239, 240, 243);"> dễ sử dụng nhiều tính năng, hiệu quả nhanh, tiết kiệm thời gian và chi phí thực hiện. có độ chính xác cao, thuận tiện sử dụng, được sử dụng nhiều cho các dự án công trình xây dựng hiện nay.</span></span></span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy không lên nguồn</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử thường hoạt động kèm với pin, do đó sẽ có một số trường hợp người dùng lắp pin vào nhưng khi bật nguồn máy lại không lên.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin hết năng lượng hoặc pin hư, không còn khả năng cung cấp năng lượng cho thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiếp xúc giữa pin và máy chưa tốt, chưa đủ cọ xát để năng lượng từ pin truyền qua thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board nguồn của máy thủy bình bị hư, không thể nhận tín hiệu năng lượng từ pin.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra dung lượng pin và sạc pin nếu cần thiết. Mỗi bộ thiết bị thủy bình điện tử chính hãng khi được bán ra đều kèm pin và bộ sạc, bạn có thể dùng bộ sạc để kiểm tra xem mức pin còn bao nhiêu, nếu pin hết năng lượng hãy sạc đầy và lắp lại pin vào máy thủy bình, bật nguồn và kiểm tra lại.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra bộ phận tiếp xúc giữa pin và máy có được đảm bảo hay không, tiến hành tháo lắp pin 2 – 3 lần và bật nguồn để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, sửa chữa hoặc thay thế Board nguồn. Khi đã thử hai cách trên nhưng máy thủy bình điện tử vẫn không lên nguồn, bạn hãy tìm đến một đơn vị sửa chữa máy thủy bình uy tín để các chuyên viên kỹ thuật kiểm tra Board nguồn, sửa chữa hoặc thay thế nếu cần thiết.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Máy bị hỏng màn hình</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với máy thủy bình tự động, máy thủy bình điện tử hoạt động kèm với 1 màn hình để hiển thị dữ liệu. Máy bị hỏng màn hình dẫn đến việc thao tác bị gián đoạn.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm màn hình bị hư, đứt nét.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị đen LCD làm ảnh hưởng đến hiển thị của màn hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board màn hình bị hư.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục: Bạn không nên tự ý tháo màn hình vì rất dễ làm hư hỏng linh kiện của thiết bị mà nên liên hệ với đơn vị uy tín để được tư vấn thay thế màn hình mới.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (Quảng cáo trên Facebook) (5).png" style="width: 680px; height: 356px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Máy bị lệch bọt thủy</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bọt thủy là bộ phận giúp cân bằng máy thủy bình điện tử. Khi bọt thủy nằm trong vòng tròn hiệu chuẩn ở mọi góc xoay có nghĩa là máy đã ở trạng thái cân bằng tối ưu, có thể sử dụng để đo đạc, thu thập dữ liệu. Bọt thủy của máy thủy bình điện tử bị lệch là trường hợp khi đã cân bọt thủy ở góc máy này, nhưng khi xoay sang góc máy khác thì bọt thủy lại bị lệch khỏi tâm.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm suy giảm các chức năng của máy, dẫn đến bọt thủy không còn khả năng cân bằng chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình vận chuyển làm máy bị va đập, rơi rớt, làm ảnh hưởng tới các linh kiện trong máy, dẫn đến sai lệch.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và hiệu chuẩn lại bọt thủy của máy thủy bình điện tử. </span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Máy bị sai cao độ góc i</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai cao độ góc i ở máy thủy bình điện tử nguyên nhân cũng tương tự như khi máy bị lệch bọt thủy.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy đã sử dụng lâu ngày, trong quá trình sử dụng và vận chuyển dẫn đến máy bị sai lệch.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy bị va đập, rơi rớt làm ảnh hưởng đến chức năng đo cao độ góc i của máy.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân chỉnh, hiệu chuẩn lại chức năng đo cao độ góc i của máy.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li> </ul> <h2 style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Giới-Thiệu-Máy-Thủy-Bình-Diện-Tử-Leica-Sprinter-250M-01.png" style="width: 620px; height: 334px;" /></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Máy không nhìn rõ mục tiêu</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử có hai bộ phận chính: Bộ phận ngắm và bộ phận cân bằng máy. Khi máy không nhìn rõ mục tiêu, nguyên nhân chủ yếu đến từ bộ phận ngắm (ống kính, thị kính, vật kính và ốc điều quang).<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thị kính của máy thủy bình bị dơ, mờ, bị trầy dẫn đến việc nhìn không rõ, hoặc bị vệt trên tầm nhìn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống tiêu cự của máy bị lỗi, máy không thể điều quang dẫn đến nhìn mục tiêu không rõ.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vệ sinh lại thị kính, vật kính và hệ thống ống ngắm cẩn thận, đảm bảo bộ phận ngắm sạch sẽ, sau đó kiểm tra lại tầm nhìn của máy. Nếu thị kính hoặc vật kính bị vỡ cần tiến hành thay thế mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra lại hệ thống tiêu cự của máy thủy bình điện tử, nếu bị lỗi cần tiến hành sửa chữa.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Máy không nhận mia</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm khác biệt lớn nhất giữa máy thủy bình tự động và máy thủy bình điện tử là chức năng thu thập dữ liệu. Nếu với máy thủy bình tự động, người dùng phải tự ngắm mia và ghi lại dữ liệu thì máy thủy bình điện tử có thể tự thực hiện chức năng này. Khi máy thủy bình nhận hình ảnh từ mia, máy sẽ tự ghi lại số và lưu lại trong máy, giảm thời gian và khả năng sai sót do ghi số thủ công. Tuy nhiên, trong quá trình sử dụng, có một số trường hợp máy thủy bình điện tử không nhận mia, khiến việc đo đạc gặp khó khăn.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đo có ánh sáng quá cao, hệ thống ống ngắm không thể nhìn rõ các vạch trên mia.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mã vạch trên mia bị mờ do quá trình sử dụng lâu ngày hoặc do sử dụng các loại mia không chính hãng, chất lượng sản phẩm không đảm bảo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ đo cạnh của máy thủy bình điện tử bị lỗi, dẫn đến máy không thể nhận tín hiệu từ mia.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm giảm độ sáng tại vị trí đo, đảm bảo ánh sáng vừa đủ, không bị lóe sáng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra mã vạch trên mia, nếu vạch bị mờ cần tiến hành thay thế mia mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và sửa chữa lại bộ đo cạnh của máy thủy bình điện tử.</span></span></li> </ul> <h2 style="text-align: center;"> <span style="display: none;"> </span><span style="display: none;"> </span><img alt="" src="/admin/webroot/upload/image/images/White Minimalist Phone Sale Facebook Ad (26).png" style="width: 680px; height: 356px;" /><span style="display: none;"> </span><span style="display: none;"> </span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Máy bị hỏng bộ vi động, ốc cân bằng máy cong, đế máy bị vỡ</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử bị hỏng bộ vi động, ốc máy cân bằng bị cong hay đế máy bị vỡ nguyên nhân thường do tác động của ngoại lực từ bên ngoài như: Máy bị rơi rớt, va đập trong quá trình sử dụng, vận chuyển…<br /> <br /> >>> Cách khắc phục: Thay thế các linh kiện mới cho máy. </span></span><br /> <br /> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">8. Địa chỉ cung cấp, sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;"> </span></span></span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p> <br /> <ul> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cung cấp dịch vụ với giá cả phải chăng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Giải quyết triệt để lỗi cho khách hàng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Đưa ra giải pháp cho khách hàng để đảm bảo tiến độ công việc.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Hỗ trợ kỹ thuật 24/7 cho khách hàng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cam kết thay thế hàng chính hãng, đúng báo giá.</span></span></span></li> </ul> <br style="margin: 0px; padding: 0px;" /> <div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">Máy thủy bình giá tốt nhất thị trường!</span></a></span></strong></span></span></div> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" /> <span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span><br /> <br /> <br /> <span style="display: none;"> </span><span style="display: none;"> </span><span style="display: none;"> </span></p> <p style="text-align: center;"> </p> ', 'images' => '20230704143801c5eb0d3742fb8b6ad56547ffad0ba043.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình điện tử', 'meta_key' => 'Máy thủy bình, maythuybinh, may thuy binh, máy thủy chuẩn, máy thủy bình giá rẻ, máy thủy bình tốt', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-07-04', 'modified' => '2026-04-13', 'status' => '1', 'view' => '14414', 'slug' => 'mot-so-loi-thuong-gap-khi-su-dung-may-thuy-binh-dien-tu', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '369', 'rght' => '370', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '724', 'name' => 'Cho thuê máy toàn đạc Leica, Nikon, Topcon, Sokkia - UY TÍN, CHẤT LƯỢNG, GIÁ RẺ!', 'code' => null, 'alias' => 'cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">A. Ưu điểm của việc thuê máy toàn đạc</span></span></span><br /> </h2> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span></span><br /> </p> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiết kiệm chi phí</strong>: Thay vì phải đầu tư một khoản lớn để sở hữu thiết bị bạn chỉ phải trả một khoản phí thuê hợp lý. Điều này giúp giảm bớt áp lực tài chính và tối ưu hóa nguồn lực cho các công trình xây dựng khác.</span></span></span></li> </ul> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Được trang bị các thiết bị hiện đại</strong>: Công nghệ liên tục thay đổi phát triển và máy toàn đạc điện tử ngày càng được cải tiến mới với nhiều tính năng thông minh. Khi thuê máy toàn đạc, bạn sẽ được trang bị những thiết bị công nghệ mới nhất và hàng chất lượng cao. Điều này giúp tăng khả năng làm việc hiệu quả và chính xác hơn.</span></span></span></li> </ul> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ kỹ thuật chuyên nghiệp:</strong> Thông qua việc thuê máy toàn đạc từ ở công ty trắc địa cung cấp uy tín, bạn sẽ được hỗ trợ kỹ thuật từ những chuyên gia kỹ sư trắc địa có kinh nghiệm trong lĩnh vực này. Họ có thể cung cấp hướng dẫn sử dụng, tư vấn về các tính năng của máy và giải đáp những câu hỏi liên quan. Điều này giúp đảm bảo rằng bạn sử dụng máy toàn đạc một cách hiệu quả và đạt được mục tiêu đo đạc của bạn.</span></span></span></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/262902911_4599318893479992_869197789067446392_n.jpg" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 620px; height: 496px;" /></p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B. Ứng dụng của máy toàn đạc</span></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng và kiến trúc</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với khả năng đo đạc chính xác và nhanh chóng, máy toàn đạc giúp xác định vị trí và kích thước của các công trình xây dựng. Nó cung cấp thông tin quan trọng để thiết kế và triển khai các bản vẽ kỹ thuật.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chất và môi trường</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực địa chất và môi trường, máy toàn đạc được sử dụng để thăm dò và điều tra các đặc điểm địa hình, đo lường khoảng cách và góc độ. Máy toàn đạc cho phép các nhà khoa học và kỹ sư thu thập dữ liệu chính xác để nghiên cứu địa chất và môi trường, đo đạc sự biến đổi đất đai, xác định vị trí các tầng đất, hay theo dõi môi trường tự nhiên.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đường hầm và cầu đường</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các dự án đường hầm và cầu đường quan trọng máy toàn đạc có khả năng làm việc trong môi trường khó khăn như dưới lòng đất hay trên mặt nước. Chúng được sử dụng để đo lường và kiểm tra độ chính xác của các công trình này, bao gồm việc xác định độ cao, kích thước và hình dạng.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khai thác mỏ và dự án năng lượng</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong ngành khai thác mỏ và dự án năng lượng, máy toàn đạc cung cấp những giải pháp đo đạc hiệu quả. Máy có thể được sử dụng để xác định vị trí và hướng di chuyển của các đường ống, cáp điện, hay các thiết bị liên quan đến khai thác tài nguyên. Nó cũng giúp trong việc đo lường diện tích và thể tích của các khu vực khai thác.</span></span><br /> </p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C. Lợi ích khi thuê máy toàn đạc tại Trắc địa Thành Đạt</span></span></span></h2> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Chi phí thuê máy đo đạc hợp lý, phù hợp với mọi đối tượng khách hàng.</span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Sản phẩm cho thuê là chính hãng. Các thiết bị được hiệu chuẩn và kiểm nghiệm trước khi cho thuê.</span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Tiết kiệm thời gian và chi phí bảo quản thiết bị (do được Trắc địa Thành Đạt hỗ trợ và đồng hành).</span></span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Được hướng dẫn sử dụng thiết bị miễn phí và được hỗ trợ kỹ thuật trong suốt quá trình đo đạc.</span></span></span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Có nhiều lựa chọn về model máy, số lượng, hãng sản xuất phù hợp nhằm đáp ứng yêu cầu từng công việc và quy mô dự án khác nhau.</span></span></span></span></span></span></span></li> </ul> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Banner cho thuê(1).png" style="width: 620px; height: 480px;" /></p> ', 'images' => '202306301101391234188fcd92b5895e1b963955b27a3f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'cho thuê máy toàn đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '723', 'name' => 'Sai số góc i ở máy thủy bình tự động - cách kiểm tra và khắc phục ', 'code' => null, 'alias' => 'sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình di chuyển, vận hành sử dụng máy thuỷ bình không thể tránh khỏi những va chạm gây ảnh hưởng tới độ chính xác của máy. Khi đó kết quả công việc sẽ không còn đảm bảo độ chính xác, bạn cần phải kiểm tra hiệu chỉnh lại thiết bị của mình. Một trong những sai số chính gây sai lệch kết quả trên máy thuỷ bình chính là sai số góc i. </span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Sai số góc i là gì</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sai số góc i</span> là độ lệch của các tia ngắm nằm ngang ở trên máy thủy bình so với mặt nước biển phẳng lặng. Khi máy thuỷ bình tồn tại sai số góc i sẽ dẫn đến các kết quả đo cao độ không còn chính xác. Khi khoảng các đọc từ máy thủy bình đến mia càng xa thì kết quả sẽ chịu ảnh hưởng của sai số góc i càng lớn.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính vì sự ảnh hưởng rất lớn của sai số góc i tới kết quả đo nên <span style="box-sizing: border-box;">trước khi bắt đầu triển khai dự án cần có công tác kiểm tra sai số góc i</span> để đảm bảo độ chính xác của kết quả đo.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu trong quá trình kiểm tra thấy sai số lớn, vượt quá giới hạn cho phép trong tiêu chuẩn. Lúc này thiết bị của bạn cần được mang đến các trung tâm <span style="box-sizing: border-box; touch-action: manipulation;">kiểm định hiệu chỉnh lại máy thủy bình</span>, nhằm tránh ảnh hưởng của các nguồn sai số đến kết quả đo.</span></span></span></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm nghiệm sai số góc i máy thủy bình là kiểm tra độ lệch của tia ngắm nằm ngang, kiểm tra để có phương án hiệu chuẩn, hạn chế sai sót trong phép đo cao độ. Cách kiểm tra sai số góc i ngoài thực địa là dùng phương pháp đo khép trạm giữa hai mốc cố định A và B.</span></span></span><br /> <br /> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/may-thuy-binh-dung-de-lam-gi.jpg" style="width: 547px; height: 500px;" /></span></span></span></p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách kiểm tra sai số góc i</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 1:</strong> Dùng 2 thước vạch đặt tại 2 điểm A và B cách nhau một khoảng Δ = 60 m. Máy sẽ được đặt tại vị trí Δ/2 giữa 2 điểm A và B như hình sau:</span></span><br /> </p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify; box-sizing: border-box;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm).png" style="width: 800px; height: 258px;" /></span></span></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 2:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Sau khi máy được đặt đúng vị trí như hình, tiến hành đọc số trên thước A (hA).</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 3:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Quay máy 180° và đọc số trên thước B (hB). Kết quả sẽ thu được hiệu giữa 2 số đọc là: Δh1 = hA – hB.</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 4:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Di chuyển máy và đặt máy tại vị trí cách 1 khoảng là Δ1 so với vị trí thước đặt tại điểm A. Xem minh họa như trên hình sau:</span></span></span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm) (2)(1).png" style="width: 800px; height: 258px;" /></span></span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><strong style="text-align: justify;">Lưu ý:</strong><span style="text-align: justify;"> Δ1 không bé hơn khoảng cách tối thiểu mà máy thủy bình cần kiểm tra có thể đo được.</span></em><br style="text-align: justify;" /> <br /> <strong style="text-align: justify;">Bước 5:</strong><span style="text-align: justify;"> Khi đã đặt máy chính xác, ta sẽ đọc số đọc số trên thước A (hA’).</span><br style="text-align: justify;" /> <strong style="text-align: justify;">Bước 6:</strong><span style="text-align: justify;"> Tiếp tục quay máy 180° đọc số trên thước B (hB’). Cuối cùng xác định được hiệu giữa 2 số đọc là: Δh2 = hA’ – hB’.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 7:</strong> Xác định sai số góc i của máy thủy bình</span></span></p> <ul style="box-sizing: border-box; list-style-position: initial; list-style-image: initial; margin-top: 0px; padding: 0px; margin-bottom: 1.3em; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 1: Nếu (Δh1-Δh2) ≤ 3mm góc i của máy đạt tiêu chuẩn có thể tiếp tục các thao tác đo đạc với máy thủy bình</span></span></span></li> <li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 2: Nếu (Δh1-Δh2) >3mm máy thuỷ bình cần được kiểm tra và hiệu chỉnh để loại bỏ sai số này, nhằm tránh ảnh hưởng tới kết quả đo.</span></span></span></li> </ul> <h2 id="b-dia-chi-cung-cap-may-toan-dac-cu-uy-tin-tai-ha-noi " style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">3. Nguyên nhân và cách khắc phục, xử lý sai số góc i máy thủy bình</strong></span></span></span></span></span></h2> <br /> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <em><strong><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Nguyên nhân: </span></span></span></strong></em><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Do đặc thù công tác đo đạc là đo thực tế, môi trường ngoại cảnh, vì vậy khó tránh khỏi được các tác động bên ngoài như:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động vật lý, va chạm với các vật thể khác trong quá trình di chuyển.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trường hợp rơi rớt không mong muốn.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết bị sử dụng thời gian dài không được kiểm định, kiểm tra định kỳ...</span></span></span></li> </ul> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động này chính là nguyên nhân dẫn đến lỗi sai cao độ góc i của máy thủy bình và các lỗi khác như:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình bị lệch bọt thủy, làm cho cao độ của máy bị sai.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc tự cân bằng của máy thủy bình bị lỗi, hoạt động không chính xác, dây chữ thập hồi về không đúng khiến máy bị sai.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mia bị nghiêng dẫn đến kết quả đo bị đọc sai.</span></span></span></li> </ul> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa phần các nguyên nhân trên đều có thể khắc phục và xử lý khi được phát hiện kịp thời.</span></span></span></p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <strong><em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Cách khắc phục, xử lý lỗi sai cao độ góc i máy thủy bình</span></span></span></em></strong></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế các tác động vật lý trong quá trình sử dụng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cẩn thận trong quá trình di chuyển thực địa, tránh để thiết bị rơi rớt.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến hành kiểm định, hiệu chuẩn lại sai số góc i theo định kỳ.</span></span></span></li> </ul> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">4. Địa chỉ sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span></span></span></span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p> <br /> <ul> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color:#000000;"><span style="margin: 0px; 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padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" /> <span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span></p> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Banner (6)(1).png" style="width: 800px; height: 419px;" /></p> ', 'images' => '20230613161608bf1441d7309d39dcda6ef0cd7b63dc28.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình', 'meta_key' => 'Máy thủy bình, maythuybinh, may thuy binh, máy thủy chuẩn, máy thủy bình giá rẻ, máy thủy bình tốt', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-06-13', 'modified' => '2026-04-13', 'status' => '1', 'view' => '21331', 'slug' => 'sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '365', 'rght' => '366', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '722', 'name' => 'Tìm hiểu về máy định vị GNSS RTK của hãng Geomate', 'code' => null, 'alias' => 'tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="line-height: 107%; color: rgb(51, 62, 72); background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">GEOMATE</span></strong><span style="line-height: 107%; color: rgb(51, 62, 72); background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> là thương hiệu đến từ Singapore, được thành lập vào năm 2018. </span><strong style="box-sizing: border-box"><i>GeoMate Positioning</i></strong> cung cấp các hệ thống và giải pháp khảo sát trên mặt đất, hàng hải và trên không cao cấp cho khách hàng trên toàn thế giới. </span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="color:#000000;"><strong>I. Tìm hiểu về hãng Geomate - Singapore và các dòng máy RTK của hãng</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="color:#b22222;"><strong>GEOMATE</strong></span> là thương hiệu đến từ Singapore, được thành lập vào năm 2018. <span style="color:#b22222;"><strong>GeoMate Positioning</strong></span> cung cấp các hệ thống và giải pháp khảo sát trên mặt đất, hàng hải và trên không cao cấp cho khách hàng trên toàn thế giới. Với nhiều kinh nhiệm trong ứng dụng địa lý học, nhóm phát triển các giải pháp khảo sát đáp ứng đầy đủ mong đợi của khách hàng về hoạt động hiệu quả nhất trong lĩnh vực trắc địa. Với việc xây dựng nhà máy tại Singapore Geomate <strong>đảm bảo rằng các sản phẩm của hãng luôn đạt được các tiêu chuẩn chất lượng cao nhất</strong>. Các giao thức và giải pháp của GeoMate cực kỳ đáng tin cậy và là sự lựa chọn hoàn hảo của khách hàng trên toàn thế giới.</span><br /> <br /> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;">Máy định vị GNSS RTK của Geomate được sử dụng trong: khảo sát trắc đạc, nghiên cứu địa lý, khảo sát địa chất, nông nghiệp, hàng không… . Cụ thể: </span></p> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Khảo sát thành lập lưới khống chế tọa độ với sai số cực thấp.</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Đo vị trí chi tiết, phục vụ công tác lập bản đồ, nghiên cứu địa hình, địa chính…</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Bố trí điểm trên mặt đất cho chuyển điểm, thiết kế thực địa.</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Tính diện tích, giao hội, bố trí đường cong diện tích.</span></li> </ul> <div align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Ba dòng máy của hãng Geomate là SG5, SG7 và SG9 <span style="color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif;">có khả năng cho kết quả đo đạc với độ chính xác cực kỳ cao. Các máy đều được tối ưu, cải tiến để đo đạc ở những khu vực có điều kiện khó khăn. </span></span></div> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Hiệu suất RTK của 3 dòng SG5, SG7, SG9 đều tốt hơn khi tiến hành khảo sát tại các vị trí khó. Những nơi như dưới tán cây, gần tòa nhà cao,… đều có độ chính xác và độ tin cậy vượt trội.</span></li> <li> <span style="font-size:14px;">Tích hợp thêm bộ lọc tín hiệu mới. Tính năng này giúp lọc các tín hiệu từ các vệ tinh bất chấp chất lượng tín hiệu kém hay nhiễu sóng ở trong khu vực đông dân cư.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li> <span style="font-size:14px;">Thu nhận và sắp xếp các tín hiệu linh hoạt. Cả 3 thiết bị đều có khả năng tích hợp và kết hợp các tín hiệu từ các hệ thống vệ tinh, trạm CORS hãy các trạm thu tín hiệu mặt đất khác. Khả năng này hoàn toàn tối ưu độ chính xác ngay tại vị trí đo.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li> <span style="font-size:14px;">3 dòng máy RTK Geomate mới này đều có khả năng bắt được nhiều vệ tinh hơn và tín hiệu hơn. Do có hiệu suất RTK và khả năng thu kênh đều từ 600 kênh trở lên.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> </div> </div> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;">II. So sánh 3 dòng máy RTK của hãng Geomate</span></h2> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <br /> <span style="font-size:14px;"><iframe allow="fullscreen" allowfullscreen="allowfullscreen" loading="lazy" src="https://www.canva.com/design/DAFlZbTVW_c/view?embed" style="position: relative; width: 100%; height: 600px; max-height: 80vh; border: none; padding: 0; margin: 0; overflow: hidden;"></iframe></span></p> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III. Đơn vị cung cấp máy RTK UY TÍN</span></span></h2> <br /> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: Hi - Target, E-survey, eFix, Foif, Geomate,.... tại Việt Nam. </span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> </p> <p style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Gray Fashion Shop Online Instagram Story (665 × 295 px) (10).png" style="width: 665px; height: 295px;" /></p> ', 'images' => '20230610130103ba655f12a66201f445f6816a87ffe480.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-06-10', 'modified' => '2026-04-13', 'status' => '1', 'view' => '16595', 'slug' => 'tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '363', 'rght' => '364', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '720', 'name' => 'Sai số trong đo đạc và cách khắc phục', 'code' => null, 'alias' => 'sai-so-trong-do-dac-va-cach-khac-phuc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là không thể tránh khỏi. Tuy nhiên, để việc đo đạc đạt hiệu quả, người thực hiện cần hiểu nguyên nhân để áp dụng phương pháp hạn chế phù hợp nhất.</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sai số trong đo đạc là gì?</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là khoảng giá trị chênh lệch giữa những lần đo hoặc giá trị tính được so với giá trị thực tế hay giá trị chính xác của một đại lượng nào đó. Hoặc có thể hiểu đơn giản, sai số trong đo đạc là giá trị chênh lệch giữa giá trị đo với giá trị thực tế theo một xác suất nhất định.<br /> <br /> Trong quá trình đo đạc, việc thực hiện đo nhiều lần cùng một đại lượng sẽ mang lại những giá trị đo giữa các lần đo không giống nhau. Điều đó cho thấy rằng giữa các kết quả đo luôn có sai số, đồng thời giá trị đo được chỉ mang tính tương đối, gần đúng.<br /> <br /> Sai số thực được ký hiệu là ∆i và sai số gần đúng được ký hiệu là Vi. Các sai số này được tính theo công thức:<br /> <br /> <strong>∆i = X – Li<br /> Vi = x – Li</strong><br /> <br /> Với:</span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X là giá trị thực</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">x là giá trị gần đúng nhất (trị xác suất)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li là giá trị đo lần thứ i.</span></span></em></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bởi vì điều kiện đo giữa các lần đo là khác nhau, thế nên sẽ dẫn đến ∆i và Vi giữa các lần đo cũng khác nhau.<br /> <br /> Sai số trong đo đạc phát sinh từ nhiều nguồn khác nhau, dựa vào các nguồn đó để phân loại sai số và từ đó có cách giảm thiểu tương ứng.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Anwendung1-Bosch-GIM-60-Digitaler-Neigungsmesser.jpg" style="width: 620px; height: 414px;" /></span></span></p> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Phân loại sai số trong đo đạc</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa vào nguồn gốc gây ra sai số, có 3 loại sai số trong đo đạc:</span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Sai số sai lầm </strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này được phát sinh từ sự thiếu cẩn thận trong quá trình đo, chẳng hạn như đo sai, tính sai hoặc có thể là ghi sai. Khi đo lặp lại ít nhất 1 lần, người đo sẽ có thể phát hiện được sai số này.<br /> Trong quá trình đo đạc, thông thường sẽ gặp một số trường hợp có xuất hiện sai số rất lớn của giá trị tuyệt đối mà lẽ ra sẽ không mắc phải với điều kiện đó, những sai số đó chính là sai số sai lầm.<br /> <br /> <em><strong>Ví dụ:</strong> Một ngôi nhà cho giá trị chiều dài là 50 mét, nhưng khi đo lại cho kết quả là 52 mét, thì 2 mét chính là giá trị sai số sai lầm.</em></span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Sai số hệ thống</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này phát sinh do dụng cụ đo chưa được hoàn chỉnh, do tật của người đo, hoặc có thể phát sinh do sự thay đổi của điều kiện ngoại cảnh. Sai số hệ thống có giá trị và dấu không đổi và xuất hiện lặp đi, lặp lại giữa các lần đo.<br /> <br /> <em><strong>Ví dụ</strong>: Khi đo một đoạn thẳng bằng thước dài 20 mét, nhưng trên thực tế, chiều dài lúc đó của thước đang là 20.001 mét. Vì vậy, mỗi lần sử dụng thước để đo, kết quả sẽ có độ lớn sai số là 1 milimet, đây được gọi là sai số hệ thống.</em></span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Sai số ngẫu nhiên</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này sinh ra từ kết quả của sự tác động qua lại giữa nhiều nguồn sai số khác nhau, cũng như do sự biến đổi không ngừng của điều kiện đo đạc. Sai số ngẫu nhiên có dấu và giá trị không thể xác định cụ thể trước, có thể lớn, bé, âm dương,…<br /> <br /> <strong>Sai số ngẫu nhiên có một số tính chất như:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính giới hạn: Khi đo đạc trong một điều kiện xác định, sai số ngẫu nhiên không vượt giới hạn nhất định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tập trung: Giá trị tuyệt đối của sai số ngẫu nhiên càng nhỏ, số lần xuất hiện của sai số càng nhiều.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính đối xứng: Những sai số ngẫu nhiên có giá trị tuyệt đối bằng nhau, nhưng trái dấu với nhau thì có số lần xuất hiện ngang nhau.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính bù trừ: Trung bình cộng giữa các sai số ngẫu nhiên sẽ dần tiến về giá trị “0” khi số lần đo tăng lên vô hạn.</span></span></li> </ul> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ví dụ:</strong> Một thước đo có độ chia nhỏ nhất đến đơn vị milimet thì sai số khi đọc thước ở phần ước lượng có giá trị nhỏ hơn milimet được gọi là sai số ngẫu nhiên.</span></span></em> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách khắc phục sai số trong đo đạc</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối với từng loại sai số khác nhau, sẽ có các phương pháp để hạn chế sai số phù hợp. Cụ thể:</span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.1 Đối với sai số sai lầm</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số sai lầm là dạng sai số xuất phát từ nguyên nhân chủ quan, do đó loại sai số này có thể được khắc phục bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc kỹ, cẩn thận, không cho phép phát sinh sai lầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phải xác định được sai lầm cụ thể để loại bỏ khỏi kết quả đo thông qua việc kiểm tra lặp lại kết quả.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.2 Đối với sai số hệ thống</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số hệ thống có thể được hạn chế bằng các phương pháp như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường xuyên kiểm nghiệm và hiệu chỉnh dụng cụ, thiết bị đo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi phương pháp đo phù hợp với điều kiện ngoại cảnh hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính toán số hiệu chỉnh vào các kết quả đo đạc.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.3 Đối với sai số ngẫu nhiên</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số ngẫu nhiên là loại sai số không thể loại bỏ, người đo đạc chỉ có thể hạn chế bằng phương pháp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thiết bị, dụng cụ đo tốt hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi, sử dụng phương pháp đo phù hợp hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thời điểm thực hiện đo và số lần đo đạc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính kết quả trung bình từ những sai số ngẫu nhiên sau nhiều lần đo đạc và trong các điều kiện đo khác nhau.</span></span></li> </ul> <h2> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Đơn vị kiểm nghiệm, hiệu chỉnh thiết bị đo đạc UY TÍN</strong></h2> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trắc địa Thành Đạt</strong> là đơn vị chuyên cung cấp và hiệu chỉnh các thiết bị đo đạc UY TÍN tại Việt Nam. Với đội ngũ kỹ thuật viên có tay nghề cao, có kinh nghiệm nhiều năm trong hoạt động sửa chữa, kiểm nghiệm thiết bị đo đạc Trắc địa Thành Đạt sẽ là điểm đến uy tín với mọi khách hàng khi có nhu cầu. </span></span></p> <p style="text-align: center;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: center; margin: 0px; padding: 0px;">---------</strong></p> <p style="text-align: center;"> <br style="text-align: center; margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px;" /> <span style="text-align: center; margin: 0px; padding: 0px; font-family: arial; font-size: 13px; color: rgb(204, 51, 0);"><span style="margin: 0px; padding: 0px; font-family: "trebuchet ms", helvetica, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 15.2px;"><span style="margin: 0px; padding: 0px; font-size: 13px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">TRẮC ĐỊA THÀNH ĐẠT - LUÔN ĐỒNG HÀNH CÙNG BẠN!</strong></span></span></span></span></span><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-family: Arial, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Website: </span></span></span></span><span style="text-align: center; margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: Arial, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR0x636a91TsCqofuE-ef6CJaPwGi8ex_pmRzQ9FGfSh79coomyKg0kW80w" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="text-align: center; margin: 0px; padding: 0px; font-size: 13px; color: rgb(0, 0, 0); font-family: Arial, sans-serif;" /> <br style="text-align: center; margin: 0px; padding: 0px; font-size: 13px; color: rgb(0, 0, 0); font-family: Arial, sans-serif;" /> <span style="text-align: center; margin: 0px; padding: 0px; font-family: arial; font-size: 13px; color: rgb(204, 51, 0);"><span style="margin: 0px; padding: 0px; font-family: Arial, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Hotline: <strong style="margin: 0px; padding: 0px;">0<span style="margin: 0px; padding: 0px; font-family: "lucida sans unicode", "lucida grande", sans-serif;">913 051 734/0942 288 388</span></strong></span></span></span></span></p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Banner 21_4.png" style="width: 620px; height: 620px;" /></span></span></p> ', 'images' => '2023052510084176e7dd8aea9bcb2f5c43cb9a723c15c3.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Sai số trong đo đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '719', 'name' => 'Hướng dẫn nhanh cách giao hội máy toàn đạc Leica, Nikon, Topcon, Sokkia', 'code' => null, 'alias' => 'huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hướng dẫn nhanh cách giao hội máy toàn đạc Leica, Nikon, Topcon!</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66); text-align: justify;">1. Khi nào cần thiết lập trạm máy bằng phương pháp giao hội?</span></span></span></h2> <br /> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(73, 73, 73);">Thiết lập trạm máy bằng phương pháp giao hội được thực hiện khi tại vị trí đo đạc hai mốc bị vướng các địa vật và các mốc không thể thông hướng với nhau, không thể thiết lập được trạm máy theo phương pháp thông thường (điểm đặt máy và điểm định hướng), lúc này cần sử dụng phương pháp giao hội để xác định tọa độ điểm đặt máy dựa vào hai điểm gốc.</span></span></span><br /> </p> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Mo-ta-thiet-lap-tram-may-bang-phuong-phap-giao-hoi-600x327.jpg" style="width: 600px; height: 327px;" /></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(51, 51, 51); text-align: justify;">Giao hội nghịch </span><span style="color: rgb(51, 51, 51); text-align: justify;">là một cách thao tác để thành lập một trạm máy có tọa độ. Khác với giao hội thuận, giao hội nghịch có thể đứng một điểm bất kỳ để thành lập trạm máy hay có thể nói s</span><span style="color: rgb(66, 66, 66); text-align: justify;">ử dụng giao hội nghịch nếu ta không dựng được máу toàn đạc tại ᴠị trí 2 mốc tọa độ hoặc 2 mốc tọa độ bị che không thể nhìn thấу nhau.</span></span></span><br /> </p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để hạn chế sai số khi cài đặt trạm máy bằng phương pháp giao hội, người đo cần phải lưu ý một số yếu tố sau:</span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy tại vị trí đất cứng, không bị nhiều yếu tố thi công ảnh hưởng.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đặt máy phải tương đối ở giữa vị trí 2 mốc tọa độ.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng chân ba kẹp sào gương để cố định gương tại 2 mốc lúc giao hội.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai số do người cầm gương gây ra.</span></span></li> </ul> <h2> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(66, 66, 66);">2. Hướng dẫn giao hội máy toàn đạc Topcon</span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi cân bằng máy ở màn hình chính, nhấn <strong>MENU -> [F2]- LAYOUT.</strong><br /> Để lấy file đã có sẵn trong máy, chọn <strong>FILE</strong>, nhấn phím <strong>[F4] – ENTER</strong>. Sau đó nhấn tiếp <strong>[F4]</strong> để chuyển sang trang thứ 2. Khi đã xuất hiện màn hình <strong>LAYOUT</strong>, nhấn <strong>[F2] – NEW POINT -> [F2] – RESECTION</strong>. Bắt đầu chương trình giao hội nghịch (chế độ <strong>Resection</strong>). Màn hình lúc này như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture2.jpg" style="width: 400px; height: 250px;" /></span></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập khai báo tên trạm máy. Máy toàn đạc Topcon sẽ lưu lại tọa độ trạm kể cả khi tắt nguồn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – SRCH: Tìm kiếm lại tọa độ trong máy.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – SKP: Thao tác đi nhanh vào thành lập trạm máy.</span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Tiếp theo, nhập chiều cao máy ở dòng <strong>INS.HT =</strong>. Sau khi nhập xong, màn hình sẽ hiển thị khai báo và nhập điểm định hướng thứ nhất. <strong>N001#</strong> như hình dưới:<br /> <img alt="" src="/admin/webroot/upload/image/images/Picture3.jpg" style="width: 400px; height: 250px;" /></span></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập tên điểm định hướng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – LIST: Hiển thị danh sách các điểm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – NEZ: Vị trí nhập tọa độ trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F4] – ENTER: Thao tác chấp nhận.</span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi nhấn phím <strong>[F4] – ENTER</strong> chấp nhận, tiến hành nhập chiều cao gương.<br /> Quay máy bắt chính xác vào gương điểm thứ nhất, nhấn phím <strong>[F4]- DIST</strong> để thực hiện đo lưu độ điểm thứ nhất. Sau khi đo lưu độ điểm thứ nhất, màn hình máy hiện khai báo điểm định hướng thứ 2. Thao tác khai báo tương tự điểm định hướng thứ nhất.<br /> <br /> Màn hình máy hiển thị sau khi đo lưu điểm thứ 2 như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture7.jpg" style="width: 400px; height: 250px;" /><br /> <br /> Nhấn <strong>[F2] – CALC MEAS DATA</strong>: Tính toán dữ liệu máy đo. Lúc này trên màn hình xuất hiện sai số giao hội:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture4.jpg" style="width: 400px; height: 250px;" /><br /> <br /> <strong>Ấn [F4] – CALC</strong> để thực hiện tính toán:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture5.jpg" style="width: 400px; height: 250px;" /><br /> <br /> Tiếp tục nhấn <strong>[F4] – NEZ</strong> để hiển thị tọa độ máy. Nhấn tiếp <strong>[F3] – YES</strong> để lưu lại tọa độ và hoàn tất lập trạm máy bằng phương pháp giao hội nghịch.</span></span></span><br /> </p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">3. </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hướng dẫn giao hội máy toàn đạc Nikon</span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (28).png" style="width: 665px; height: 295px;" /></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sau khi cân máу хong ở màn hình chính, chúng ta ᴠào <strong>Menu -> F2: Laуout</strong><br /> <br /> Để lấу file đã có ѕẵn <strong>Liѕt -></strong> di chuуển tới<strong> File </strong>bằng phím <strong>ANG -> Enter -> F4</strong> ѕang trang <strong>-> F2 Neᴡ Point -> F2 Reѕection</strong><br /> <br /> Đặt tên điểm cho trạm máу ( đặt bất kì tên nào). Chiều cao máу giả dụ thaу đổi đến các cao độ của các điểm đó<br /> <br /> Điểm đầu tiên ( tìm điểm giao hội thứ 1 trong máу có ѕẵn – điểm ѕố 3) -> <strong>Enter.</strong> <br /> <br /> Ngắm ᴠề gương tại ᴠị trí điểm ѕố 3 gương cân chuẩn, chọn <strong>Diѕt -></strong> chờ хử lý<br /> <br /> Máу hỏi tiếp điểm tụ hội trang bị 2 ( điểm ѕố 6) –<strong>> Enter.</strong> <br /> <br /> Quaу <strong>máу toàn đạc</strong> ᴠề điểm 2, ѕau khi cân gương chuẩn, chọn <strong>Diѕt-></strong> chờ хử lý<br /> <br /> Sau lúc tiến hành hội tụ хong, <strong>F2: Calc Meaѕ.</strong> <strong>Data</strong> tính toán <strong>Reѕidual error:</strong> ѕai ѕố, ѕai ѕố càng nhỏ càng tốt. HD: ѕai ѕố mặt bằng (15 li) dZ: ѕai ѕố cao độ (4 li)<br /> <br /> <strong>F4 calculation -> F4 NEZ,</strong> хuất hiện tọa độ của điểm trạm máу mới, máу hỏ lưu haу không, tìm <strong>F3 Yeѕ</strong></span></span></p> <h2 id="ftoc-heading-5"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66);">4. Hướng dẫn giao hội máy toàn đạc Leica</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao hội nghịch là xác lập tọa nơi đặt máy, thực hiện dựa vào tọa độ của rất nhiều điểm khống chế. Để tiến hành giao hội nghịch, máy toàn đạc rất cần được để ở vị trí nhìn được tối thiểu 2 điểm khống chế. Mặc dù thế để kết quả đo được đúng chuẩn hơn nên xúc tiến đo ít nhất 3 lần.<br /> <br /> Chương trình giao hội nghịch trên dòng máy toàn đạc điện tử Leica được sử dụng rất rộng rãi, rất hữu ích tại những khu vực mà tính thông hướng giữa các mốc không được đảm bảo. Khi đó tính năng giao hội nghịch sẽ được sử dụng để khởi tạo trạm máy. Các bước thực hiện công tác giao hội nghịch (Free Station) được thực hiện như sau:<br /> <br /> Từ <strong>Main Menu</strong> →<strong> 2</strong>. (<strong>Prog</strong>)→<strong>F3</strong> (<strong>Free Station</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture1(1).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Tiếp theo người sử dụng làm như sau:<br /> <br /> - Bước 1: Ấn <strong>F1</strong> (<strong>Set job</strong>): Đặ t tên công việc, bước này tương tự như các chương trình <strong>surveying</strong>, <strong>stake out</strong>.<br /> <br /> - Bước 2: Ấn <strong>F2</strong> (<strong>Set Accuracy limit</strong>): Cài đặt giới hạn độ chính xác cho điểm cần giao hội nếu cần (nếu yêu cầu độ chính xác không cao có thể bỏ qua bước này).<br /> Tại đây người sử dụng có thể nhập giá trị giới hạn của độ lệch tiêu chuẩn. Nếu giá trị tính toán vượt quá giá trị cho phép thì sẽ xuất hiện thông điệp cảnh báo, lúc đó máy sẽ cho phép người sử dụng quyết định tiếp tục đo hay dừng lại. Nếu muốn cài đặt độ chính xác thì tại dòng<strong> Status</strong> dùng phím bật <strong>ON</strong>, ngược lại <strong>OFF</strong>.<br /> <strong> Std.Dev.North</strong>: Độ sai lệch X.<br /> <strong> Std.Dev.East</strong>: Độ sai lệch Y.<br /> <strong> Std.Dev.Height</strong>: Độ sai lệch cao độ H<br /> <strong> Std.Dev.Angle</strong>: Độ sai lệch góc ngang<br /> Sau đó ấn <strong>F4</strong> (<strong>OK</strong>) để cài đặt.<br /> <br /> <em>Ý nghĩa của việc cài đặt độ chính xác giao hội: </em>Giả sử ta đặt độ chính xác cho điểm giao hội với các tiêu chuẩn sai lệch là: ΔX ≤ 5mm, ΔY ≤ 5mm, ΔZ (H) ≤ 5mm,… Thì sau khi máy tính toán giao hội mà sai số tọa độ điểm giao hội nghịch nếu lớn hơn 5mm thì máy sẽ cảnh báo cho người sử dụng biết để chấp nhận kết quả hay dừng lại.<br /> <br /> - Bước 3: <strong>Start</strong> tiến hành đo giao hội Ấn <strong>F4</strong> (<strong>Start</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture2(1).jpg" style="width: 400px; height: 273px;" /><br /> Ở đây, người sử dụng cần:<br /> <strong>Station</strong>: Đặt tên điểm cần giao hội (tức là tên điểm trạm máy)<br /> <strong>hi</strong>: Nhập vào chiều cao máy<br /> Nhập xong ấn <strong>Enter</strong> →<strong> F4</strong> (<strong>OK</strong>), màn hình hiện ra như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture3(2).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Lúc này để đo tới điểm cần đo, người sử dụng có thể làm theo: <br /> Trường hợp 1: Nhập trực tiếp toạ độ điểm đo tới vào, làm như sau: Từ màn hình hiển thị như <em>hình 3</em>, nhập vào:<br /> <strong>PtID</strong>: Tên điểm đo tới<br /> <strong>hr</strong>: Chiều cao gương<br /> Sau đó ấn phím<strong> F4</strong> → <strong>F1</strong> (<strong>ENH</strong>), màn hình hiện ra hình:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Chưa có tên (481 × 328 px).png" style="width: 400px; height: 273px;" /><br /> <br /> Tại đây nhập vào toạ độ điểm đo tới sau đó ấn <strong>Enter</strong> → <strong>F4</strong>(<strong>OK</strong>), rồi ngắm chính xác vào mục tiêu và ấn<strong> F1</strong> (<strong>ALL</strong>) để đo. <br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture5(3).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Ấn phím<strong> F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Sau khi đã đo đủ số lượng điểm đo cần thiết (đo tới tối thiểu 2 điểm và tối đa 5 điểm):<br /> → Để xem kết quả toạ độ điểm giao hội, ấn phím <strong>F3</strong> (<strong>COMPUTE</strong>),<br /> → Để xem phần dư ấn phím [<strong>RESID</strong>],<br /> → Để xem độ l ệch tiêu chuẩn ấn phím <strong>F3</strong> (<strong>StdDev</strong>).<br /> → Để cài đặt toạ độ điểm vừa giao hội được làm toạ độ trạm máy, người sử dụng chỉ việc ấn phím <strong>F4</strong> (<strong>OK</strong>).<br /> Trường hợp 2: Nếu điểm đo tới đã lưu trong bộ nhớ của máy, thì người sử dụng chỉ cần nhập vào tên điểm cần đo tới (ví dụ điểm 5) ở dòng (<strong>PtID</strong>) và chiều cao gương (<strong>hr</strong>) sau đó ấn phím<strong> F1</strong> (<strong>FIND</strong>) để tìm điểm đó<br /> Sau đó lựa chọn đúng điểm, ấn phím <strong>F4 </strong>(<strong>OK</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture6.jpg" style="width: 400px; height: 273px;" /><br /> Tiến hành ngắm chính xác vào điểm đo tới:<br /> - Ấn phím <strong>F1</strong> (<strong>ALL</strong>) để đo,<br /> - Ấn phím <strong>F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Để xem kết quả giao hội làm tương tự như trường hợp 1.<br /> <br /> Kết quả cuối cùng sẽ cho ra tọa độ N(X), E(Y), và cao độ H. Đồng thời máy cũng tính ra phương vị của trạm máy hiện thời. Chính vì thế mà sau khi tiến hành đo giao hội xong người sử dụng có thể chuyển sang chế độ đo khác (<strong>Surveying</strong>, <strong>Stake out</strong>,...) mà không cần tiến hành các bước thiết lập trạm máy và thiết lập định hướng nữa. Ngoài ra phép đo giao hội còn đưa ra độ lệch tiêu chuẩn và phần dư để đánh giá độ chính xác của kết quả đo đồng thời cho ta biết được độ ổn định của các điểm toạ độ vừa đo tới.<br /> <br /> Chúng ta có thể đo ở một vị trí bàn độ trái hoặc phải hoặc đo ở cả hai vị trí bàn độ, không cần xếp thứ tự điểm và thứ tự mặt ống kính khi đo. Nếu một điểm được đo nhiều lần ở một mặt của ống kính thì phép đo hợp lý sẽ được sử dụng để tính toán.<br /> <br /> Nếu phép đo có nhiều hơn số điểm đo cần thiết, bộ xử lý tính toán kết quả sẽ dùng phương pháp số bình phương nhỏ nhất để hiệu chỉnh cho tọa độ phẳng (X, Y), phương pháp trung bình cho cao độ H và góc định hướng.</span></span></p> <div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> - Giá trị đo ở bàn độ trái và bàn độ phải được đưa vào trong tính toán.<br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tất cả các phép đo đều được sử lý ở cùng độ chính xác cho dù chúng được đo ở một vị trí bàn độ hay ở cả hai vị trí bàn độ.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ Y và X được xác định bằng phương pháp số bình phương nhỏ nhất, bao gồm cả độ lệch tiêu chuẩn.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Cao độ cuối cùng được tính toán từ sự trung bình của các chênh cao so với điểm gốc.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Góc định hướng được tính trung bình từ phép đo ở 2 vị trí bàn độ và vị trí mặt bằng đã được tính toán. </span></div> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><em>>>></em></strong> <strong>Lưu ý một số thông điệp hiện thị khi đo:<br /> </strong></span></span></p> <div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> "<em><strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Selected point has no valid data</span></span>!</strong></em>" <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo đã lựa chọn không có tọa độ X hoặc Y.</span></span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Max 5 points supported </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Máy chỉ cho phép đo tối đa 5 điểm.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no position computed </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" "Không cho phép tính ra tọa độ trạm vì đã có dữ liệu không đúng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</strong><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no height computed</em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">": Hoặc cao độ của điểm đo không hợp lệ hoặc là không đủ dữ liệu đo để tính ra cao độ của trạm máy.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Insufficient space in job</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Job hiện thời đã đầy không cho phép lưu trữ thêm dữ liệu.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Hz (I-II) >0.9 deg, measure point again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc bằng lớn hơn 180</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> ± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>V(I-II) > 0.9 deg, measure again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc đứng lớn hơn 360</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> - V± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>More points or distance required </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" " Yêu cầu đo thêm điểm hoặc khoảng cách" vì không đủ dữ liệu đo để tính ra tọa độ trạm.</span></div> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Hướng dẫn giao hội máy toàn đạc Sokkia</span></h2> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Bước 1: Nhấn phím <strong><em>FUNC</em></strong> trên màn hình máy toàn đạc Sokkia đến khi màn hình xuất hiện bạn tiếp tục nhấn vào <em><strong>F1 (MENU)</strong>.</em><br /> <br /> - Bước 2: Sau khi nhấn vào <strong><em>MENU </em></strong>tiếp tục chọn <strong><em>RESECTION </em></strong>để bắt đầu chức năng giao hội.<br /> <br /> - Bước 3: Tiếp theo nhấn chọn <strong><em>NEZ </em></strong>để nhập tọa độ của 2 điểm mốc dùng để giao hội. Sau đó bạn chọn <strong><em>EDIT (F3) </em></strong>hoặc nhấn <strong>READ</strong> để đọc số liệu hiện sẵn trong màn hình máy.<br /> Tiếp theo bạn nhập tọa độ điểm số 2, sau khi nhập tọa độ 2 điểm xong nhấn <strong><em>F4 (MEAS) </em></strong>để đo về các điểm gốc và nhấn <strong><em>F19 (DIST)</em></strong>. Sau đó nhấn <strong><em>F4 (YES) </em></strong>để đo điểm số 1. Sau khi đo điểm 1 tiến hành đo điểm 2. <br /> <br /> - Bước 4: Tiếp theo nhấn <strong>CALC</strong> để tiến hành tính toán tọa độ giao hội điểm đặt máy.<br /> <br /> Trên màn hình sẽ báo sai số vị trí điểm <strong>deltaX</strong>, <strong>deltaY</strong> nếu chấp nhận sai số bạn nhấn <strong><em>REC (F3) </em></strong>để ghi lại tọa độ điểm đặt máy sau giao hội để dùng cho công tác bố trí điểm hoặc các công tác đo đạc khảo sát địa hình.<br /> <br /> <span style="color: rgb(34, 34, 34);"><strong>>>></strong> <strong>Lưu ý:</strong></span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên hiện trường bạn cần tìm điểm đặt máy hợp lý nhằm đảm bảo độ chính xác cao. Bạn cần chọn địa điểm đặt thiết bị sao cho tam giác hợp bởi điểm đặt máy và hai điểm gốc là tam giác cân, để đảm bảo giao hội máy toàn đạc được cho các kết quả đo chính xác nhất.<br /> <br /> Sau khi đo giao hội xong, bạn cần tiến hành kiểm tra các tọa độ điểm gốc xem có bị sai số không. Tiếp theo mới tiến hành bố trí các điểm của công trình hoặc vào chức năng đo đạc chi tiết của máy để đo khảo sát địa hình khu vực để lập bản đồ hay đo đạc tính toán khối lượng đào đắp. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Nên sử dụng các thiết bị như máy thủy bình để dẫn truyền cao độ một cách chuẩn xác nhất.</span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (30).png" style="text-align: center; width: 665px; height: 295px;" /><br /> </p> ', 'images' => '20230508111131dc7a2c77b3d50d2023aaee921bc3a899.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'giao hội máy toàn đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Post' => array( 'id' => '718', 'name' => 'Tìm hiểu về phần mềm PIX4D', 'code' => null, 'alias' => 'tim-hieu-ve-phan-mem-pix4d', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với hơn 55.000 người dùng đang hoạt động trên khắp thế giới, PIX4D đã mở rộng văn phòng của mình ở nhiều quốc gia khác nhau ngoài trụ sở chính là Thụy Sỹ với mục tiêu hỗ trợ khách hàng tốt hơn như: Mỹ, Đức, Tây Ban Nha, Nhật Bản, Trung Quốc…</span></span>', 'content' => '<h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/tracdiathanhdat_vn (7).png" style="width: 650px; height: 545px;" /></strong></span></span></h2> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. PIX4Dmapper – Phần mềm PIX4D dùng trong xử lý ảnh UAV</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmapper là phần mềm nội nghiệp có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái: ảnh RGB, ảnh hàng không, ảnh đa phổ, ảnh nhiệt, ảnh phóng tâm, ảnh 360 độ, video, v.v.<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dmapper:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng quy tắc chồng lớp ảnh để cho ra dữ liệu vô cùng chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn thiện quy trình xử lý ảnh với thiết bị bay không người lái: Thu thập hình ảnh > số hóa > đánh giá, kiểm soát và cải thiện chất lượng> đo lường, tính toán > cộng tác và chia sẻ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý dữ liệu nâng cao, cung cấp kết quả chính xác với giải pháp quan trắc ảnh chuyên nghiệp: giúp người dùng tối ưu hóa quy trình làm việc dựa trên các mẫu xử lý mặc định trên phần mềm hoặc thiết lập quy trình cá nhân.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ và mô hình 3D chính xác từ hình ảnh bằng các công cụ vượt trội: phân loại đám mây điểm tự động; cải thiện bề mặt kỹ thuật số; đo đạc bề mặt, khoảng cách, khối lượng; kiểm soát độ chính xác của dự án; báo cáo chất lượng chi tiết.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/04-de-dang-tinh-toan-kich-thuoc-be-mat-khoang-cach-khoi-luong.jpg" style="width: 650px; height: 366px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xuất dữ liệu đầu ra với nhiều định dạng khác nhau.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu đầu ra của PIX4Dmapper là cơ sở để thành lập bản đồ, đặc biệt là bản đồ 3D,.. chất lượng cao. PIX4Dmapper giúp hoàn thiện xử lý ảnh, từ thu thập dữ liệu đến kiểm soát chất lượng đầu ra và chia sẻ dữ liệu dưới nhe. Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D khác như PIX4Dcloud.<br /> <br /> <strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm thành lập bản đồ và mô hình 3D, PIX4Dmapper có khả năng ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung: Đối với các dự án không bao gồm rừng, tuyết, hồ, cánh đồng nông nghiệp và / hoặc các địa hình khó tái tạo khác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát rừng và thảm thực vật rậm rạp: Đối với dự án có diện tích rừng bao phủ hoặc thảm thực vật rậm rạp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình bằng phẳng, có ruộng: Đối với địa hình bằng phẳng có nội dung trực quan đồng nhất như ruộng nông nghiệp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tòa nhà: Tạo mô hình 3D của các tòa nhà.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bình đồ: Dành cho các khu vực cần thể hiện đường đồng mức.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát chuyến bay: Đối với các dự án có hình ảnh được thực hiện bằng cách sử dụng nhiều chuyến bay.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng thành phố (mặt tiền có thể nhìn thấy): Lập mô hình 3D về các khu vực đô thị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng nội thất 3D: Tạo mô hình 3D cho nội thất của các tòa nhà.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tổng hợp: Dành cho các bộ dữ liệu kết hợp (nội thất / ngoại thất và / hoặc trên không / trên mặt đất và / hoặc nadir / xiên).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng địa vật 3D: Mô phỏng hình ảnh 3D các đối tượng đặc biệt (tháp điện, tuabin gió, đường hầm, v. v.).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp đặc biệt: Khảo sát địa hình tuyết, cát và bề mặt nước (đại dương, hồ, sông, v.v.).</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. PIX4Dsurvey – Phần mềm PIX4D dùng trong số hóa dữ liệu</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm số hóa dữ liệu PIX4Dsurvey là phần mềm nội nghiệp có khả năng số hóa dữ liệu tự động hoặc bán tự động từ các sản phẩm từ phương pháp quan trắc ảnh, dữ liệu quét <a href="https://dathop.com/3-giai-phap-laser-scanning-pho-bien/">laser scanning</a> và LiDAR. Dữ liệu đầu ra của PIX4Dsurvey là cơ sở để tính toán độ dốc địa hình, hướng địa hình, mức độ lồi lõm, phân tích địa mạo của khu vực, v.v.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dsurvey</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa dữ liệu: Liên kết ảnh bay chụp và mô hình Point Cloud, trích xuất các đối tượng từ ảnh quan trắc, quét laser, LiDAR để làm cơ sở cho thành lập bản đồ.</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hóa thời gian số hóa lên đến 50%: PIX4Dsurvey triển khai quy trình làm việc liền mạch và nhanh chóng, giảm thiểu thời gian thực hiện các công tác số hóa mô hình Point Cloud và biên vẽ đối tượng từ hình ảnh. Chức năng Smart Grid hỗ trợ người dùng tiết kiệm thời gian trong công tác tạo mô hình cao độ điểm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp sẵn thuộc tính chuyển đổi sang CAD linh hoạt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/06-pix4dsurvey-co-kha-nang-chuyen-doi-sang-cad-linh-hoat.jpg" style="width: 650px; height: 484px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dsurvey xây dựng các thuật toán vô cùng tối ưu cho bất kỳ đối tượng nào bằng các thao tác vô cùng đơn giản và nhanh chóng.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dsurvey được ứng dụng trong nhiều hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ khảo sát địa hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa mô hình mặt đất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình TIN.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình CAD.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. PIX4Dmatic – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmatic là phần mềm quan trắc ảnh thế hệ mới, được sử dụng để thành lập bản đồ địa hình, bản đồ quy hoạch và các loại bản đồ tỷ lệ lớn, có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái.<br /> Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D như: PIX4Dsurvey, PIX4Dcloud, v..v..<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dmatic:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý bộ dữ liệu lớn, cho kết quả chính xác: PIX4Dmatic cung cấp khả năng xử lý hàng nghìn hình ảnh mà vẫn đảm bảo độ chính xác ở mức khảo sát, giảm một nửa thời gian xử lý, lý tưởng cho các dự án quy hoạch và bộ dữ liệu lớn hơn 5000 hình ảnh với độ phân gairi máy ảnh RGB tiêu chuẩn và không có giới hạn về kích thước hình ảnh.</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý tự động: hợp lý hóa quy trình làm việc của người sử dụng, bao gồm nhập dữ liệu, xử lý và đánh giá chất lượng của dự án.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình làm việc liền mạch.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm chuyên cho việc thành lập bản đồ và mô hình 3D, PIX4Dmatic được ứng dụng trong các lĩnh vực:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <em style="text-align: center;"><img alt="" src="/admin/webroot/upload/image/images/08-phan-mem-pix4dmatic-duoc-ung-dung-trong-khao-sat-dia-hinh.jpg" style="width: 650px; height: 396px;" /></em></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. PIX4Dcloud (& PIX4Dcloud Advance) – Phần mềm PIX4D dùng trong xử lý ảnh và chia sẻ trực tuyến</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng xử lý ảnh và chia sẻ trực tuyến PIX4Dcloud là nền tảng xử lý ảnh trực tuyến cho các dự án bay chụp, thành lập bản đồ 2D hoặc mô hình 3D, bao gồm các tính năng cơ bản cần có của một hệ thống xử lý ảnh nhưng được thực hiện hoàn toàn trên nền tảng trực tuyến mà không cần tải về bất kỳ một tệp cài đặt nào, không chiếm dung lượng của thiết bị nhưng vẫn đáp ứng đầy đủ quy trình làm việc từ hiện trường đến phần xử lý.<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dcloud:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud phát triển một hệ thống các công cụ đo lường, ghi chú và chia sẻ dữ liệu, đảm bảo truyền tải đầy đủ mà không ảnh hưởng đến tiến độ làm việc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ tạo lớp phủ để so sánh thiết kế ban đầu với thực trạng của dự án trên nền tảng trực tuyến mà không thông qua bên thứ 3</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp công cụ so sánh hiện trạng địa hình, tình trạng, tiến độ dự án ở các thời điểm khác nhau, giúp người dùng nắm bắt chi tiết tiến độ tại mọi thời điểm, mọi vị trí.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud có khả năng cho ra kết quả làm việc với độ chính xác ở cấp khảo sát dựa trên các thuật toán xử lý được phát triển bởi PIX4D.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng phân tích dữ liệu đơn giản, tối ưu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng được cài đặt các thuật toán để lưu trữ dữ liệu làm việc mọi lúc, thường xuyên cập nhật và ghi lại các thay đổi đối với dự án, nhằm giải quyết các vấn đề phát sinh trong quá trình làm việc một cách hiệu quả.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dcloud được ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý, tính toán khối lượng vật liệu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi tiến độ thi công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng đối tượng độ cao, địa hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. PIX4Dfields – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dfields có khả năng xử lý ảnh để thành lập bản đồ nông nghiệp từ ảnh chụp bằng các thiết bị bay không người lái. Ưu điểm của phần mềm này là có thể sử dụng hình ảnh ở nhiều định dạng (.tiff, .jpeg) hoặc nhiều kiểu dữ liệu khác nhau như lớp dữ liệu thực vật hoặc lớp dữ liệu ranh giới thực địa, v.v. (định dạng GeoJSON, Shapefile, v.v.).<br /> PIX4Dfields nâng cấp quy trình làm việc trong lĩnh vực nông nghiệp bằng tốc độ xử lý cao và các tính năng phân tích hoàn chỉnh mà chưa một phần mềm nào trước đây đáp ứng được.<br /> <br /> <strong>– Tính năng của PIX4Dfields:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập kế hoạch bay chụp: Thiết lập kế hoạch bay chụp theo từng mục đích làm việc, thu thập dữ liệu hiện trường một cách tối ưu nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với ảnh đa phổ và ảnh RGB: PIX4Dfields nhận dữ liệu ảnh RGB tiêu chuẩn hoặc ảnh đa phổ từ bất kỳ nguồn ảnh chụp nào, bao gồm Parrot Sequoia và MicaSense RedEdge.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/09-pix4dfields-co-kha-nang-tuong-thich-voi-anh-da-pho-va-anh-rgb.jpg" style="text-align: center; width: 650px; height: 350px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ xử lý nhanh chóng: Xử lý hình ảnh bằng công cụ xử lý tức thì của PIX4Dfields cho ra kết quả chỉ trong vài phút.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan: Chuyển đổi hình ảnh bay chụp từ UAV thành bản đồ chi tiết, chính xác và có thể ứng dụng được cho nhiều mục đích khác nhau.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động hiệu quả: Tối ưu hóa quy trình làm việc bằng các công cụ được thiết kế dành riêng cho nông nghiệp của PIX4Dfields, như tính toán chỉ số hay các công cụ so sánh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp FMP: Thực hiện liền mạch công việc từ kết quả của PIX4Dfields trong nền tảng quản lý canh tác Farming Management Platform.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm xử lý bản đồ dành cho các ngành chuyên nghiệp, cụ thể là nông nghiệp, được ứng dụng cho nhiều mục tiêu như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi và đánh giá cây trồng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý tưới tiêu và xói mòn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ quy trình bảo vệ và sản xuất cây trồng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ phân bổ sử dụng cho các mục đích chuyên biệt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. PIX4Dreact – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dreact được sử dụng để đáp ứng các nhu cầu thành lập tài liệu hiện trường một cách nhanh chóng và chính xác, cung cấp các khả năng tái lập cũng như cộng tác tại nhiều thời điểm mà vẫn đảm bảo được độ chính xác tối đa.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dreact</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ sử dụng, tương tác: giao diện sử dụng của PIX4Dreact được thiết kế và đóng góp bởi các chuyên gia trong lĩnh vực, liên kết với một quy trình làm việc liền mạch, đầy đủ và trơn tru. Đồng thời, hệ thống của PIX4Dreact cũng đáp ứng được nhu cầu làm việc ngay tại hiện trường với các dòng máy tính tầm trung, không yêu cầu kết nối mạng hoặc nền tảng đám mây để xử lý, chú trọng tăng cường GPU trong thuật toán xử lý để cải thiện tốc độ làm việc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ công cụ hỗ trợ công việc hiệu quả, đầy đủ, nhất quán.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng lập bản đồ 2D nhanh chóng nhưng vẫn đảm bảo độ chính xác cao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/14-pix4dreact-giup-lap-ban-do-2d-nhanh-chong.jpg" style="width: 650px; height: 488px;" /></em></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu làm việc phục vụ cho nhiều mục đích: bản đồ ảnh trực giao 2D, lớp dữ liệu đã được đánh dấu và đo đạc, ảnh chụp màn hình và bản đồ bao quát khu vực, xuất báo cáo PDF.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dreact được phát triển trong nhóm phần mềm xử lý lập bản đồ hiện trường 2D cho các lĩnh vực chuyên biệt, cụ thể là các công tác phản ứng khẩn cấp, PIX4Dreact được sử dụng để quan sát hiện trường tai nạn hoặc các tình huống đặc biệt như: Động đất, lũ lụt, cháy nổ, tìm kiếm cứu nạn, tác chiến, di dời, v.v.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. PIX4Dcatch – Phần mềm PIX4D dùng trong quét 3D</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcatch là một ứng dụng dành cho thiết bị di động, dùng để quét 3D đối tượng, được sử dụng trên cả các thiết bị với hệ điều hành Android và iOS. Ứng dụng PIX4Dcatch cho phép người dùng dễ dàng có được dữ liệu đối tượng phù hợp để số hóa thực tế xung quanh và biến nó thành các mô hình 3D chính xác.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dcatch</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng hoạt động linh hoạt với nhiều tính năng thu thập dữ liệu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tạo ra sản phẩm 3D chất lượng cao nhờ công nghệ quan trắc ảnh tiên tiến.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chụp và số hóa bất kỳ đối tượng vật lý nào ở chế độ 3D: chỉ cần thiết bị được cài đặt ứng dụng và di chuyển xung quanh khu cực cần thu thập dữ liệu là có thể chụp và số hóa.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quét, xuất và chỉnh sửa đối tượng, mục tiêu và dễ dàng chia sẻ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với thiết bị di động để nâng cao khả năng quét 3D với công nghệ RTK và phép quan trắc ảnh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ trên thiết bị di động ở cả hệ điều hành iOS hoặc Android: PIX4Dcatch có sẵn trên iOS (phiên bản 13.4.1) và Android (phiên bản 9), tối ưu hóa cho Apple Ipad Pro và iPhone 12 được trang bị máy quét LiDAR, cung cấp phản hồi trực tiếp và quá tình quét hoàn thành.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– Ứng dụng:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công (lập bản đồ hiện trạng khi thi công, tính toán khối lượng bùn đất…).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ hiện trạng thi công công trình ngầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">An toàn công cộng.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/15-pix4dcatch-co-kha-nang-chup-va-so-hoa-ky-doi-tuong-vat-ly-nao-o-che-do-3d.jpg" style="width: 650px; height: 366px;" /></span></span><br /> <br /> </p> ', 'images' => '20230505142224c6b674f5588228036011778df458d756.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pix4D', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '717', 'name' => 'Leica DISTO Apps', 'code' => null, 'alias' => 'leica-disto-apps', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO Plan hỗ trợ thực hiện nhiệm vụ quan trọng là lập tài liệu và trực quan hóa các phép đo. Bằng cách này, các bước tiếp theo của một dự án được lên kế hoạch dễ dàng.</span></span>', 'content' => '<p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="disto plan app" src="https://shop.leica-geosystems.com/sites/default/files/2019-04/plan-app.jpg" style="height: 311px; width: 280px;" /></span></span></p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(39, 39, 39); letter-spacing: 0.72px; background-color: rgb(239, 239, 239);">Leica DISTO Apps & Software</span></span></span></p> <br /> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO™ Plan mới hỗ trợ việc lập tài liệu và hiển thị các phép đo.</span></span></div> <div> </div> <div> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Phác thảo sơ đồ trên điện thoại thông minh hoặc máy tính bảng và các phép đo tương ứng được gán dễ dàng cho từng bước. Sau đó, ứng dụng sẽ tự động tạo sơ đồ được chia tỷ lệ. Ngoài ra, chức năng Phòng thông minh cải tiến kết hợp với cảm biến mới được tích hợp trong Leica DISTO™ X3 và X4 cho phép tạo sơ đồ chính xác chỉ bằng cách thực hiện các phép đo theo chiều kim đồng hồ hoặc ngược chiều kim đồng hồ của căn phòng.</span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi kết hợp với bộ điều hợp DST 360 hoặc DISTO™ S910, ứng dụng cung cấp chức năng đo 3D, cho phép ghi lại các phép đo ở dạng 2D hoặc 3D.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tất cả các phép đo và sơ đồ tầng có thể được xuất dưới dạng bản vẽ CAD hoặc ở định dạng PDF. Ứng dụng mới hỗ trợ tất cả các thiết bị Leica DISTO™ có chức năng Bluetooth®.</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">* Các thiết bị Leica DISTO™ sau được hỗ trợ:</span></span></strong></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X3</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X4</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D2</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D1</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D110</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7100i</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D510</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7500i</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảm ứng Leica DISTO™ D810</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ S910</span></span><br /> <br /> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** Điều khoản và điều kiện mua hàng trong ứng dụng</span></span></strong></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký và tự động gia hạn hàng tháng hoặc hàng năm ( tùy chọn).</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Việc thanh toán sẽ được tính vào Tài khoản iTunes.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký sẽ tự động gia hạn ( trừ khi bạn tắt tính năng tự động gia hạn trong Cài đặt sau 24 giờ dùng thử)</span></span></div> <div style="text-align: center;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica Disto 2.jpg" style="width: 800px; height: 334px;" /></span></span><br /> </div> <div> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">>>></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Lưu ý</strong></u><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">: Ứng dụng được tải miễn phí trên </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Apple Store</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> hoặc </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Google Store</strong></div> </div> ', 'images' => '202304041635398958b49737689c272e7034cc8d5dfb61.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy đo khoảng cách laser Leica ', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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' $title_for_layout = 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế' $cat = array( 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ) $setting = array( 'id' => '1', 'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt', 'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)', 'address_eng' => '', 'address' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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t,n;s._subiz_init_2094850928430||r[k]&&(t=u.createElement(b),n=u.getElementsByTagName(b)[0],t.async=1,t.src="https://"+r[k]+"/sbz/app.js?accid="+z,n.parentNode.insertBefore(t,n),setTimeout(y,2e3,k+1))})(0))}(window,document,"script","subiz","acqxaefflwedscstabut")</script>', 'theh1' => 'thanhdatsurvey.JSC', 'hanoi' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tphcm' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tt' => '', 'pp' => 'https://www.facebook.com/ruaxetudong.net', 'tphcm_eng' => '', 'hanoi_eng' => '', 'hotline_eng' => '', 'name_eng' => '', 'chinhsach' => null, 'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'gt' => '<p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ) $keywords_for_layout = 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ' $tin_ft = array( (int) 0 => array( 'Post' => array( 'id' => '588', 'name' => 'Hướng dẫn mua hàng', 'code' => null, 'alias' => 'huong-dan-mua-hang', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p> <span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br /> </p> <p> <span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br /> <br /> – Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br /> <br /> <strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br /> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> </div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mong được hợp tác với Quý khách hàng trên cả nước.<br /> <br /> Trân trọng!</span></span></span></div> ', 'images' => '202104071220058398ebc1b9cf669cf602eb8040be387a.jpg', 'images_multi' => '', 'pos' => '1', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Máy trắc địa chính hãng | RTK GNSS, máy toàn đạc, máy thủy bình – Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy RTK GNSS, máy toàn đạc, máy thủy bình, GPS cầm tay chính hãng. Tư vấn kỹ thuật – giao hàng toàn quốc. 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Thanh toán trực tiếp tại cửa hàng<br /> <br /> II. Thanh toán qua hình thức chuyển khoản</span></strong><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br /> <br /> <strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br /> <br /> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);"> <span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br /> <br /> Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p> ', 'images' => '20210407122232bf3e6d52a68ca60f97fc6048b14e4acc.jpg', 'images_multi' => '', 'pos' => '2', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3511', 'slug' => 'chinh-sach-thanh-toan', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '139', 'rght' => '140', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '587', 'name' => 'Chính sách vận chuyển', 'code' => null, 'alias' => 'chinh-sach-van-chuyen', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br /> <br /> Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br /> </div> <div> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br /> <br /> <strong>> Thời gian giao hàng </strong><br /> <br /> - Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br /> <br /> - Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br /> <br /> Trân trọng!</span></span></span></p> </div> ', 'images' => '20210407122135505ddef64809ce7ee5f9db7cfdfd3e2e.jpg', 'images_multi' => '', 'pos' => '3', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3546', 'slug' => 'chinh-sach-van-chuyen', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '141', 'rght' => '142', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '585', 'name' => 'Chính sách đổi trả', 'code' => null, 'alias' => 'chinh-sach-doi-tra', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br /> <br /> Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br /> <ul> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li> </ul> <br /> <div style="text-align: start;"> <span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div> <ul> <li> <span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br /> <br /> <span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>', 'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg', 'images_multi' => '', 'pos' => '4', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3547', 'slug' => 'chinh-sach-doi-tra', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '137', 'rght' => '138', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '583', 'name' => 'Chính sách bảo hành', 'code' => null, 'alias' => 'chinh-sach-bao-hanh', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div> <div> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li> </ul> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div> ', 'images' => '20210407123801c4049edabae0c54e2347c82e21413ec3.jpg', 'images_multi' => '', 'pos' => '5', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3279', 'slug' => 'chinh-sach-bao-hanh', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '133', 'rght' => '134', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '584', 'name' => 'Chính sách bảo mật thông tin', 'code' => null, 'alias' => 'chinh-sach-bao-mat-thong-tin', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span> <ul style="margin: 0px; padding: 0px 0px 0px 15px;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li> </ul> </li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p> <div style="margin: 0px; padding: 0px; line-height: 20px;"> <div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2> <br /> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br /> </div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2> <div style="text-align: justify;"> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br /> </div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div> </div> </div> <p style="text-align: justify;"> <br /> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br /> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2> <p style="text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p> </div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br /> <br /> Trân trọng!</span></span></div> ', 'images' => '202104071236589b665b2accf17da9077cea4c5dad8e94.jpg', 'images_multi' => '', 'pos' => '6', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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array( 'Advertisement' => array( 'id' => '49', 'name' => null, 'link' => '', 'images' => '2021012009122728dc0ef2b70634d0a45511fff4f68db7.jpg', 'display' => '1', 'created' => '2021-01-20', 'modified' => '2021-01-20', 'status' => '1', 'pos' => '0', 'content' => null, 'slug' => null, 'lft' => '51', 'rght' => '52' ) ) $chiasekinhnghiem = array() $list_menu_footer = array() $danhmuc_left_parent_sphot = array( (int) 0 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ) ) $danhmuc_left_parent = array( (int) 0 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ) ) $danhmuc = array( (int) 0 => array( 'Catproduct' => array( 'id' => '1', 'name' => 'Trang chủ', 'slug' => 'trang-chu' ) ), (int) 1 => array( 'Catproduct' => array( 'id' => '3', 'name' => 'Giới thiệu ', 'slug' => 'gioi-thieu' ) ), (int) 2 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ), (int) 3 => array( 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654 999', 'email' => '', 'name1' => '' ) ) ) $content_for_layout = ' <div class="bg-cat-danhmuc"> <div class="cat-title-danhmuc"> <a href="" title=""> <h1>Kiến thức - Ứng dụng</h1> </a> </div> </div> <div class="box-content-detail11"> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/2023071215243291bf87733c85c6054f3187c9027e7ff2.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-07-12</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a 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</div><!--end over-img--> <a href="https://tracdiathanhdat.vn/cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-30</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230613161608bf1441d7309d39dcda6ef0cd7b63dc28.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-13</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230610130103ba655f12a66201f445f6816a87ffe480.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-10</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/202305301610048b836b9276e806fc2f8458b2bc05f8fc.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-30</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/2023052510084176e7dd8aea9bcb2f5c43cb9a723c15c3.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-25</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230508111131dc7a2c77b3d50d2023aaee921bc3a899.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-08</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230505142224c6b674f5588228036011778df458d756.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-05</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/leica-disto-apps.htm" title=""> <img class="image" 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View 10/191. </div> <div class="clear-main"></div> ' $scripts_for_layout = '' $count = (int) 0 $price = (int) 0 $sl = (int) 0 $cap1 = array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ) $dm_c2 = array( (int) 0 => array( 'Catproduct' => array( 'id' => '64', 'name' => 'UAV/DRONE', 'parent_id' => '2', 'alias' => 'uav-drone', 'images' => '202401081512521957a61f2ef900e93835e8f9f7aeab18.png', 'lft' => '34', 'rght' => '35', 'pos' => '0', 'status' => '1', 'title_seo' => 'UAV/ Drone, máy bay không người lái', 'meta_key' => 'UAV', 'meta_des' => 'Là công ty chuyên nhập khẩu, cung cấp máy bay không người lái UAV/ Drone chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2022-03-24', 'modified' => '2024-01-08', 'slug' => 'uav-drone', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Catproduct' => array( 'id' => '69', 'name' => 'Laser SCANNER/Layout Navigator', 'parent_id' => '2', 'alias' => 'laser-scanner-layout-navigator', 'images' => '20240108152018614d9162875c6961b48a1567b62fd41d.png', 'lft' => '36', 'rght' => '37', 'pos' => '0', 'status' => '1', 'title_seo' => 'Trắc địa Thành Đạt chuyên cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN,...', 'meta_key' => 'Laser scanner, Layout Navigator', 'meta_des' => 'Là công ty chuyên nhập khẩu, cung cấp máy định vị điểm chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2022-12-05', 'modified' => '2025-01-14', 'slug' => 'laser-scanner-layout-navigator', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Catproduct' => array( 'id' => '7', 'name' => 'Máy toàn đạc điện tử', 'parent_id' => '2', 'alias' => 'may-toan-dac-dien-tu', 'images' => '202401081516562d6c3e4023165b5a99515b9bf87cb41d.png', 'lft' => '4', 'rght' => '5', 'pos' => '1', 'status' => '1', 'title_seo' => 'Máy toàn đạc điện tử, máy toàn đạc Nikon, máy toàn đạc Topcon, máy toàn đạc Leica, máy toàn đạc Trimple, máy toàn đạc Sokkia, máy toàn đạc Geomax,...', 'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc Nikon, máy toàn đạc Topcon, máy toàn đạc Leica, máy toàn đạc Trimple, máy toàn đạc Sokkia, máy toàn đạc Geomax,...máy toàn đạc chính hãng tại Hà Nội', 'meta_des' => 'Máy toàn đạc điện tử (Total Station) là một trong những thiết bị được sử dụng nhiều nhất trong trắc địa với các chức năng đo góc ngang và góc đứng. Máy toàn đạc là sự kết hợp hoàn hảo của máy kinh vĩ và thiết bị đo khoảng cách điện tử (EDM).', 'created' => '2015-12-02', 'modified' => '2024-02-28', 'slug' => 'may-toan-dac-dien-tu', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => 'May toan dac dien tu', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Catproduct' => array( 'id' => '8', 'name' => 'Máy kinh vĩ điện tử', 'parent_id' => '2', 'alias' => 'may-kinh-vi-dien-tu', 'images' => '2024010815204855ce9983bd34eb588124dc84b353f5b2.png', 'lft' => '6', 'rght' => '7', 'pos' => '2', 'status' => '1', 'title_seo' => 'may kinh vi, máy kinh vĩ, máy kinh vĩ điện tử', 'meta_key' => 'Máy kinh vĩ tại Hà Nội, Máy kinh vĩ điện tử chính hãng', 'meta_des' => 'Máy kinh vĩ điện tử còn gọi là máy kinh vĩ số DT (Digital Theodolite). Máy kinh vĩ là loại dụng cụ đo lường các góc mặt bằng và góc đứng trong không gian. Chúng được dùng phổ biến trong điều tra khảo sát thực địa. Là công ty chuyên nhập khẩu, cung cấp máy kinh vĩ các loại chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-02', 'modified' => '2024-01-08', 'slug' => 'may-kinh-vi-dien-tu', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Catproduct' => array( 'id' => '9', 'name' => 'Máy kinh vĩ quang cơ', 'parent_id' => '2', 'alias' => 'may-kinh-vi-quang-co', 'images' => '202106091707040312c4b8f08be04fc109109fba92a7b0.jpg', 'lft' => '8', 'rght' => '9', 'pos' => '3', 'status' => '1', 'title_seo' => 'may kinh vi, máy kinh vĩ', 'meta_key' => 'may kinh vi, máy kinh vĩ chính hãng tại Hà Nội', 'meta_des' => 'Máy kinh vĩ là loại dụng cụ đo lường các góc mặt bằng và góc đứng trong không gian. Chúng được dùng phổ biến trong điều tra khảo sát thực địa', 'created' => '2015-12-02', 'modified' => '2024-01-08', 'slug' => 'may-kinh-vi-quang-co', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Catproduct' => array( 'id' => '10', 'name' => 'Máy thủy bình tự động', 'parent_id' => '2', 'alias' => 'may-thuy-binh-tu-dong', 'images' => '20240108152516627905f21b5ae408516847694d6bf571.png', 'lft' => '10', 'rght' => '11', 'pos' => '4', 'status' => '1', 'title_seo' => 'Máy thủy bình, máy thủy bình chính hãng, may thuy binh Nikon, may thuy binh Leica, may thuy binh Topcon, may thuy bình Pentax, may thuy binh,...', 'meta_key' => 'Máy thủy bình, máy thủy bình chính hãng, may thuy binh Nikon, may thuy binh Leica, may thuy binh Topcon, may thuy bình Pentax, may thuy binh.. chính hãng tại Hà Nội', 'meta_des' => 'Máy thủy bình tự động là loại máy thủy chuẩn được cải tiến với hệ thống tự cân bằng của con lắc. Thông qua hệ thống cân bằng tự động khiến cho các thao tác kỹ thuật liên quan đến thiết lập trạm máy cũng như quá trình đo góc hay khoảng cách, đo cao được chính xác và nhanh chóng hơn, nhiều tính năng nâng cao hơn máy thủy bình cơ. Là công ty chuyên nhập khẩu, cung cấp máy thủy bình/ máy thủy chuẩn chính hãng tại Việt Nam, Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-02', 'modified' => '2024-02-28', 'slug' => 'may-thuy-binh-tu-dong', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Catproduct' => array( 'id' => '11', 'name' => 'Máy thủy bình điện tử', 'parent_id' => '2', 'alias' => 'may-thuy-binh-dien-tu', 'images' => '20240108152655355622b7e39186c76b1c8d7c90d8d67b.png', 'lft' => '12', 'rght' => '13', 'pos' => '5', 'status' => '1', 'title_seo' => 'may thuy binh dien tu, máy thủy bình điện tử, máy thủy bình điện tử Leica, Nikon, Topcon, Sokkia, Trimple', 'meta_key' => 'may thuy binh dien tu, máy thủy bình điện tử, máy thủy bình điện tử Leica, Nikon, Topcon, Sokkia, Trimple chính hãng tại Việt Nam', 'meta_des' => 'Máy thủy bình điện tử là loại máy sử dụng tia hồng ngoại để đọc những số liệu cần đo đạc, rồi tự động tính toán theo các phép tính mà người sử dụng lựa chọn. Cuối cùng, kết quả sẽ hiển thị trên màn hình LCD. Các dữ liệu tính toán và đo đạc được lưu trữ ở bộ nhớ trong của máy. Hoặc có thể chuyển qua máy tính để xử lý các số liệu mà người sử dụng cần. ', 'created' => '2015-12-02', 'modified' => '2024-01-08', 'slug' => 'may-thuy-binh-dien-tu', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Catproduct' => array( 'id' => '16', 'name' => 'Máy thủy bình laser', 'parent_id' => '2', 'alias' => 'may-thuy-binh-laser', 'images' => '2024010815374917fb38b64f9f6f9f2d1bc004b3e3e59c.png', 'lft' => '22', 'rght' => '23', 'pos' => '6', 'status' => '1', 'title_seo' => 'Máy thủy bình laser chính hãng giá rẻ tại Hà Nội, may thuy binh laser, may laser, máy laser giá rẻ, máy laser Bosch, máy laser Leica', 'meta_key' => 'Máy thủy bình laser chính hãng giá rẻ tại Hà Nội, may thuy binh laser, may laser, máy laser giá rẻ, máy laser Bosch, máy laser Leica', 'meta_des' => 'Chuyên nhập khẩu, cung cấp máy laser chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-09', 'modified' => '2024-02-28', 'slug' => 'may-thuy-binh-laser', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Catproduct' => array( 'id' => '17', 'name' => 'Máy đo khoảng cách laser', 'parent_id' => '2', 'alias' => 'may-do-khoang-cach-laser', 'images' => '2024010815293974051a0f3faad4fe0033fe98318caed8.png', 'lft' => '24', 'rght' => '25', 'pos' => '6', 'status' => '1', 'title_seo' => 'Máy Đo Khoảng Cách Laser chính hãng giá rẻ', 'meta_key' => 'Máy Đo Khoảng Cách Laser, Máy Đo Khoảng Cách Laser chính hãng, May do khoang cach laser, May do khoang cach laser chinh hang, May do khoang cach', 'meta_des' => 'Là công ty chuyên nhập khẩu, cung cấp máy đo khoảng cách laser chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-09', 'modified' => '2024-01-08', 'slug' => 'may-do-khoang-cach-laser', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => 'May do khoang cach laser', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Catproduct' => array( 'id' => '13', 'name' => 'Máy định vị vệ tinh GPS 2 tần số RTK', 'parent_id' => '2', 'alias' => 'may-dinh-vi-ve-tinh-gps-2-tan-so-rtk', 'images' => '20240108152853b1305732e016ad5c534f8371d76c092b.png', 'lft' => '16', 'rght' => '17', 'pos' => '7', 'status' => '1', 'title_seo' => 'Máy định vị vệ tinh GPS 2 tần số RTK, máy đinh vị vệ tinh GNSS RTK, máy RTK, may RTK', 'meta_key' => 'máy định vị vệ tinh GNSS RTK, máy RTK, may RTK, ', 'meta_des' => 'Chuyên nhập khẩu, cung cấp máy định vị vệ tinh GNSS RTK chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-02', 'modified' => '2024-01-08', 'slug' => 'may-dinh-vi-ve-tinh-gps-2-tan-so-rtk', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 10 => array( 'Catproduct' => array( 'id' => '19', 'name' => 'Máy định vị GPS cầm tay', 'parent_id' => '2', 'alias' => 'may-dinh-vi-gps-cam-tay', 'images' => '20240108153154a6b2faa25954f0bdc29b481c798007e7.png', 'lft' => '26', 'rght' => '27', 'pos' => '7', 'status' => '1', 'title_seo' => 'máy định vị GPS cầm tay, may GPS cam tay, Máy GPS Garmin', 'meta_key' => 'máy định vị GPS cầm tay, may GPS cam tay, Máy GPS Garmin chính hãng', 'meta_des' => 'Chuyên nhập khẩu, cung cấp máy GPS cầm tay Garmin chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-10', 'modified' => '2024-01-08', 'slug' => 'may-dinh-vi-gps-cam-tay', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 11 => array( 'Catproduct' => array( 'id' => '14', 'name' => 'Máy thông tầng', 'parent_id' => '2', 'alias' => 'may-thong-tang', 'images' => '2024010816025097a2e124175b25dae1b26701340708c7.png', 'lft' => '18', 'rght' => '19', 'pos' => '8', 'status' => '1', 'title_seo' => 'máy thông tầng, máy chiếu đứng, may chieu dung, Foif,', 'meta_key' => 'Máy thông tầng, máy chiếu đứng, may chieu dung, Foif,', 'meta_des' => 'Chuyên cung cấp máy chiếu đứng các loại. Cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-02', 'modified' => '2024-01-19', 'slug' => 'may-thong-tang', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 12 => array( 'Catproduct' => array( 'id' => '15', 'name' => 'Máy bộ đàm', 'parent_id' => '2', 'alias' => 'may-bo-dam', 'images' => '20240108153715f990518da54698e33be2ea01d6b75f59.png', 'lft' => '20', 'rght' => '21', 'pos' => '8', 'status' => '1', 'title_seo' => 'máy bộ đàm, may bo dam, máy bộ đàm Kenwood, máy bộ đàm Motorola, may bo dam chinh hang', 'meta_key' => 'máy bộ đàm, may bo dam, máy bộ đàm Kenwood, máy bộ đàm Motorola, may bo dam chinh hang, máy bộ đàm chính hãng tại Việt Nam', 'meta_des' => 'Chuyên nhập khẩu, cung cấp máy bộ đàm chính hãng các loại, Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-02', 'modified' => '2024-01-08', 'slug' => 'may-bo-dam', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 13 => array( 'Catproduct' => array( 'id' => '51', 'name' => 'Thước đo các loại', 'parent_id' => '2', 'alias' => 'thuoc-do-cac-loai', 'images' => '202401081540347d3b76212a8ebdd03d45fc49a95a9868.png', 'lft' => '32', 'rght' => '33', 'pos' => '10', 'status' => '1', 'title_seo' => 'thước thép, thước Yamayo, thuoc thep, thước đo sâu, thuoc do sau', 'meta_key' => 'thước thép, thước Yamayo, thuoc thep, thước đo sâu, thuoc do sau chính hãng tại Việt Nam ', 'meta_des' => 'Chuyên nhập khẩu, cung cấp thước đo các loại chính hãng, Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2021-03-25', 'modified' => '2024-01-08', 'slug' => 'thuoc-do-cac-loai', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 14 => array( 'Catproduct' => array( 'id' => '50', 'name' => 'Ống nhòm - Ống nhòm đo khoảng cách', 'parent_id' => '2', 'alias' => 'ong-nhom-ong-nhom-do-khoang-cach', 'images' => '20240108154447aa6b0fa969e5b4b7e097ef929cddbc0b.png', 'lft' => '30', 'rght' => '31', 'pos' => '11', 'status' => '1', 'title_seo' => 'ống nhòm, ống nhòm đo khoảng cách, ong nhom gia re, ống nhòm chính hãng, ống nhòm golf', 'meta_key' => 'ống nhòm, ống nhòm đo khoảng cách, ong nhom gia re, ống nhòm chính hãng, ống nhòm golf chính hãng', 'meta_des' => 'Chuyên cung cấp ống nhòm, ống nhòm đo khoảng cách chính hãng giá rẻ tại Hà Nội. Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2021-03-25', 'modified' => '2024-01-08', 'slug' => 'ong-nhom-ong-nhom-do-khoang-cach', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 15 => array( 'Catproduct' => array( 'id' => '12', 'name' => 'Phụ kiện trắc địa', 'parent_id' => '2', 'alias' => 'phu-kien-trac-dia', 'images' => '2024010815484273190bae8513cd20f76eb5a6816de822.png', 'lft' => '14', 'rght' => '15', 'pos' => '12', 'status' => '1', 'title_seo' => 'phụ kiện trắc địa, phu kien trac dia, chân máy, chân máy toàn đạc, chân thủy bình, pin GPS, pin sạc RTK, pin máy toàn đạc điện tử, mia, gương sào, gường Leica, gương Topcon, gương Nikon, sào gương', 'meta_key' => 'phụ kiện trắc địa, phu kien trac dia, chân máy, chân máy toàn đạc, chân thủy bình, pin GPS, pin sạc RTK, pin máy toàn đạc điện tử, mia, gương sào, gường Leica, gương Topcon, gương Nikon, sào gương chính hãng', 'meta_des' => 'Chuyên cung cấp phụ kiện trắc địa các loại: mia, chân toàn đạc, chân thủy bình, sạc pin RTK, sạc pin máy toàn đạc, gương sào,.... Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2015-12-02', 'modified' => '2024-01-08', 'slug' => 'phu-kien-trac-dia', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => 'Equipments', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 16 => array( 'Catproduct' => array( 'id' => '47', 'name' => 'Sản phẩm khác', 'parent_id' => '2', 'alias' => 'san-pham-khac', 'images' => '2024010816004972262bc63fc2344d41a2a0d35c8176a7.png', 'lft' => '28', 'rght' => '29', 'pos' => '14', 'status' => '1', 'title_seo' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..', 'meta_key' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..', 'meta_des' => 'Chuyên cung cấp địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,.. Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2016-01-25', 'modified' => '2024-01-08', 'slug' => 'san-pham-khac', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) ) $cap2 = array( 'Catproduct' => array( 'id' => '45', 'name' => 'Dịch vụ thuê máy', 'parent_id' => '3', 'alias' => 'dich-vu-thue-may', 'images' => '', 'lft' => '42', 'rght' => '43', 'pos' => '2', 'status' => '1', 'title_seo' => '', 'meta_key' => '', 'meta_des' => '', 'created' => '2016-01-21', 'modified' => '2016-01-21', 'slug' => 'dich-vu-thue-may', 'cate' => '4', 'link' => 'gioi-thieu', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) $dm_c3 = array()include - APP/View/Elements/menu.ctp, line 56 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::sanpham() - APP/Controller/ProductController.php, line 285 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161 [main] - APP/webroot/index.php, line 92
Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]Code Context<div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>><?php echo $cap1['Catproduct']['name'.LANGUAGE];?>$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp' $dataForView = array( 'listnews' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'description_for_layout' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'title_for_layout' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'cat' => array( 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), 'setting' => array( 'id' => '1', 'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt', 'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)', 'address_eng' => '', 'address' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ), 'keywords_for_layout' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng 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View 10/191. </div> <div class="clear-main"></div> ', 'scripts_for_layout' => '' ) $listnews = array( (int) 0 => array( 'Post' => array( 'id' => '726', 'name' => 'Máy toàn đạc điện tử Leica - Hỏi và Đáp', 'code' => null, 'alias' => 'may-toan-dac-dien-tu-leica-hoi-va-dap', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Leica Geosystems <span style="text-align: justify;">cung cấp nhiều dòng </span><span style="box-sizing: border-box; text-align: justify;">máy toàn đạc điện tử</span><span style="text-align: justify;"> phù hợp với các yêu cầu khác nhau của người dùng. Cùng tìm hiểu!</span></span></span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Một số câu hỏi thường gặp về máy toàn đạc điện tử Leica</strong></span></span><br /> </h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy toàn đạc Leica có thể được sử dụng cho việc đo đạc trong môi trường nước không?</strong><br /> <br /> Máy toàn đạc Leica không thích hợp cho việc đo đạc trong môi trường trong nước vì nước có thể ảnh hưởng đến hiệu suất và độ bền của máy. Trong trường hợp cần đo đạc trong môi trường nước, hãy xem xét sử dụng các thiết bị chống nước hoặc các phương pháp đo đạc khác.<br /> <br /> <strong>2. Làm thế nào để kiểm tra độ chính xác của máy toàn đạc Leica?</strong><br /> <br /> Để kiểm tra độ chính xác của máy toàn đạc Leica, bạn có thể thực hiện việc đo đạc lại các điểm đã biết trước đó và so sánh kết quả. Ngoài ra, kiểm tra và calibrate máy toàn đạc định kỳ là cách tốt nhất để đảm bảo độ chính xác của máy.<br /> <br /> <strong>3. Máy toàn đạc Leica có thể đo đạc trong thời tiết khắc nghiệt mưa gió, bão lớn không?</strong><br /> <br /> Máy Leica được thiết kế để hoạt động trong các điều kiện thời tiết bình thường. Tuy nhiên, trong các điều kiện thời tiết khắc nghiệt như mưa, tuyết, hoặc gió mạnh, việc đo đạc có thể gặp khó khăn và dễ bị ảnh hưởng.<br /> Trắc địa Thành Đạt khuyến nghị tránh sử dụng máy trong những điều kiện này để đảm bảo an toàn và độ chính xác của kết quả đo đạc.<br /> <br /> <strong>4. Cần bao lâu để sử dụng thành thạo máy toàn đạc Leica?</strong><br /> <br /> Thời gian học và trở thành người sử dụng thành thạo máy Leica phụ thuộc vào trình độ và kinh nghiệm của mỗi người. Thông thường việc học cách sử dụng máy Leica có thể mất từ vài tuần để làm quen với các tính năng và kỹ thuật sử dụng cho thành thạo.<br /> <br /> <strong>5. Máy toàn đạc Leica có tích hợp GPS không?</strong><br /> <br /> Có. Nhiều mẫu máy toàn đạc Leica hiện nay được trang bị tính năng tích hợp GPS, cho phép đo đạc tọa độ địa lý và định vị với độ chính xác cao.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">II. Một số dòng máy toàn đạc điện tử Leica hiện có</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems tạo ra các giải pháp hoàn chỉnh cho các chuyên gia trên khắp thế giới.</span></span> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, Leica cung cấp nhiều dòng máy toàn đạc điện tử phù hợp với các yêu cầu khác nhau của người dùng. Cụ thể: </span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica FlexLine</strong>: Loạt máy toàn đạc linh hoạt, dễ sử dụng, chuyên nghiệp, và có khả năng kết nối GPS.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-FlexLine-Series-Content-Teaser-Image-1680x885(1).jpg" style="width: 800px; height: 380px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Viva</strong>: Dòng máy toàn đạc tích hợp với công nghệ thuộc GPS/GNSS, cho phép đo đạc và định vị tốt trên một loạt ứng dụng.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Viva_CS15_CS10_field_controller_2480x750.jpg" style="width: 800px; height: 242px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Nova</strong>: Thiết bị đo đạc đa năng với tích hợp GPS, công nghệ xác định tọa độ cao cấp và khả năng làm việc trong môi trường khắc nghiệt nhất.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/estacion-total-auscultacion-leica-nova-tm60-permanente.jpg" style="width: 800px; height: 534px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica iCON</strong>: Dòng máy toàn đạc dành riêng cho ngành xây dựng, với tính năng linh hoạt và công nghệ tiên tiến.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/leica-icon-gps-60.jpg" style="width: 800px; height: 568px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">III. Đơn vị cung cấp máy toàn đạc điện tử Leica UY TÍN</span></span></h2> <br /> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy toàn đạc điện tử của hãng Leica Geosystems, Thụy Sĩ. UY TÍN - CHẤT LƯỢNG!</span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: <strong>0913051734 (call/imesage/zalo)</strong><br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span><br /> </p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: center;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><img alt="" src="/admin/webroot/upload/image/images/Máy toàn đạc diện tử (665 × 295 px) (2).png" style="width: 665px; height: 295px;" /></span></span></p> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> </p> ', 'images' => '2023071215243291bf87733c85c6054f3187c9027e7ff2.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'máy toàn đạc Leica', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-07-12', 'modified' => '2026-04-13', 'status' => '1', 'view' => '13874', 'slug' => 'may-toan-dac-dien-tu-leica-hoi-va-dap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '371', 'rght' => '372', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '725', 'name' => 'Một số lỗi thường gặp khi sử dụng máy thủy bình điện tử', 'code' => null, 'alias' => 'mot-so-loi-thuong-gap-khi-su-dung-may-thuy-binh-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">Máy thủy bình</span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-align: justify;"> </span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">điện tử</span><span style="text-align: justify; background-color: rgb(239, 240, 243);"> dễ sử dụng nhiều tính năng, hiệu quả nhanh, tiết kiệm thời gian và chi phí thực hiện. có độ chính xác cao, thuận tiện sử dụng, được sử dụng nhiều cho các dự án công trình xây dựng hiện nay.</span></span></span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy không lên nguồn</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử thường hoạt động kèm với pin, do đó sẽ có một số trường hợp người dùng lắp pin vào nhưng khi bật nguồn máy lại không lên.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin hết năng lượng hoặc pin hư, không còn khả năng cung cấp năng lượng cho thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiếp xúc giữa pin và máy chưa tốt, chưa đủ cọ xát để năng lượng từ pin truyền qua thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board nguồn của máy thủy bình bị hư, không thể nhận tín hiệu năng lượng từ pin.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra dung lượng pin và sạc pin nếu cần thiết. Mỗi bộ thiết bị thủy bình điện tử chính hãng khi được bán ra đều kèm pin và bộ sạc, bạn có thể dùng bộ sạc để kiểm tra xem mức pin còn bao nhiêu, nếu pin hết năng lượng hãy sạc đầy và lắp lại pin vào máy thủy bình, bật nguồn và kiểm tra lại.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra bộ phận tiếp xúc giữa pin và máy có được đảm bảo hay không, tiến hành tháo lắp pin 2 – 3 lần và bật nguồn để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, sửa chữa hoặc thay thế Board nguồn. Khi đã thử hai cách trên nhưng máy thủy bình điện tử vẫn không lên nguồn, bạn hãy tìm đến một đơn vị sửa chữa máy thủy bình uy tín để các chuyên viên kỹ thuật kiểm tra Board nguồn, sửa chữa hoặc thay thế nếu cần thiết.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Máy bị hỏng màn hình</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với máy thủy bình tự động, máy thủy bình điện tử hoạt động kèm với 1 màn hình để hiển thị dữ liệu. Máy bị hỏng màn hình dẫn đến việc thao tác bị gián đoạn.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm màn hình bị hư, đứt nét.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị đen LCD làm ảnh hưởng đến hiển thị của màn hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board màn hình bị hư.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục: Bạn không nên tự ý tháo màn hình vì rất dễ làm hư hỏng linh kiện của thiết bị mà nên liên hệ với đơn vị uy tín để được tư vấn thay thế màn hình mới.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (Quảng cáo trên Facebook) (5).png" style="width: 680px; height: 356px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Máy bị lệch bọt thủy</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bọt thủy là bộ phận giúp cân bằng máy thủy bình điện tử. Khi bọt thủy nằm trong vòng tròn hiệu chuẩn ở mọi góc xoay có nghĩa là máy đã ở trạng thái cân bằng tối ưu, có thể sử dụng để đo đạc, thu thập dữ liệu. Bọt thủy của máy thủy bình điện tử bị lệch là trường hợp khi đã cân bọt thủy ở góc máy này, nhưng khi xoay sang góc máy khác thì bọt thủy lại bị lệch khỏi tâm.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm suy giảm các chức năng của máy, dẫn đến bọt thủy không còn khả năng cân bằng chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình vận chuyển làm máy bị va đập, rơi rớt, làm ảnh hưởng tới các linh kiện trong máy, dẫn đến sai lệch.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và hiệu chuẩn lại bọt thủy của máy thủy bình điện tử. </span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Máy bị sai cao độ góc i</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai cao độ góc i ở máy thủy bình điện tử nguyên nhân cũng tương tự như khi máy bị lệch bọt thủy.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy đã sử dụng lâu ngày, trong quá trình sử dụng và vận chuyển dẫn đến máy bị sai lệch.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy bị va đập, rơi rớt làm ảnh hưởng đến chức năng đo cao độ góc i của máy.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân chỉnh, hiệu chuẩn lại chức năng đo cao độ góc i của máy.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li> </ul> <h2 style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Giới-Thiệu-Máy-Thủy-Bình-Diện-Tử-Leica-Sprinter-250M-01.png" style="width: 620px; height: 334px;" /></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Máy không nhìn rõ mục tiêu</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử có hai bộ phận chính: Bộ phận ngắm và bộ phận cân bằng máy. Khi máy không nhìn rõ mục tiêu, nguyên nhân chủ yếu đến từ bộ phận ngắm (ống kính, thị kính, vật kính và ốc điều quang).<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thị kính của máy thủy bình bị dơ, mờ, bị trầy dẫn đến việc nhìn không rõ, hoặc bị vệt trên tầm nhìn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống tiêu cự của máy bị lỗi, máy không thể điều quang dẫn đến nhìn mục tiêu không rõ.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vệ sinh lại thị kính, vật kính và hệ thống ống ngắm cẩn thận, đảm bảo bộ phận ngắm sạch sẽ, sau đó kiểm tra lại tầm nhìn của máy. Nếu thị kính hoặc vật kính bị vỡ cần tiến hành thay thế mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra lại hệ thống tiêu cự của máy thủy bình điện tử, nếu bị lỗi cần tiến hành sửa chữa.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Máy không nhận mia</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm khác biệt lớn nhất giữa máy thủy bình tự động và máy thủy bình điện tử là chức năng thu thập dữ liệu. Nếu với máy thủy bình tự động, người dùng phải tự ngắm mia và ghi lại dữ liệu thì máy thủy bình điện tử có thể tự thực hiện chức năng này. Khi máy thủy bình nhận hình ảnh từ mia, máy sẽ tự ghi lại số và lưu lại trong máy, giảm thời gian và khả năng sai sót do ghi số thủ công. Tuy nhiên, trong quá trình sử dụng, có một số trường hợp máy thủy bình điện tử không nhận mia, khiến việc đo đạc gặp khó khăn.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đo có ánh sáng quá cao, hệ thống ống ngắm không thể nhìn rõ các vạch trên mia.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mã vạch trên mia bị mờ do quá trình sử dụng lâu ngày hoặc do sử dụng các loại mia không chính hãng, chất lượng sản phẩm không đảm bảo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ đo cạnh của máy thủy bình điện tử bị lỗi, dẫn đến máy không thể nhận tín hiệu từ mia.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm giảm độ sáng tại vị trí đo, đảm bảo ánh sáng vừa đủ, không bị lóe sáng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra mã vạch trên mia, nếu vạch bị mờ cần tiến hành thay thế mia mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và sửa chữa lại bộ đo cạnh của máy thủy bình điện tử.</span></span></li> </ul> <h2 style="text-align: center;"> <span style="display: none;"> </span><span style="display: none;"> </span><img alt="" src="/admin/webroot/upload/image/images/White Minimalist Phone Sale Facebook Ad (26).png" style="width: 680px; height: 356px;" /><span style="display: none;"> </span><span style="display: none;"> </span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Máy bị hỏng bộ vi động, ốc cân bằng máy cong, đế máy bị vỡ</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử bị hỏng bộ vi động, ốc máy cân bằng bị cong hay đế máy bị vỡ nguyên nhân thường do tác động của ngoại lực từ bên ngoài như: Máy bị rơi rớt, va đập trong quá trình sử dụng, vận chuyển…<br /> <br /> >>> Cách khắc phục: Thay thế các linh kiện mới cho máy. </span></span><br /> <br /> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">8. Địa chỉ cung cấp, sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;"> </span></span></span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p> <br /> <ul> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cung cấp dịch vụ với giá cả phải chăng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Giải quyết triệt để lỗi cho khách hàng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Đưa ra giải pháp cho khách hàng để đảm bảo tiến độ công việc.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Hỗ trợ kỹ thuật 24/7 cho khách hàng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cam kết thay thế hàng chính hãng, đúng báo giá.</span></span></span></li> </ul> <br style="margin: 0px; padding: 0px;" /> <div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">Máy thủy bình giá tốt nhất thị trường!</span></a></span></strong></span></span></div> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" /> <span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span><br /> <br /> <br /> <span style="display: none;"> </span><span style="display: none;"> </span><span style="display: none;"> </span></p> <p style="text-align: center;"> </p> ', 'images' => '20230704143801c5eb0d3742fb8b6ad56547ffad0ba043.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình điện tử', 'meta_key' => 'Máy thủy bình, maythuybinh, may thuy binh, máy thủy chuẩn, máy thủy bình giá rẻ, máy thủy bình tốt', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-07-04', 'modified' => '2026-04-13', 'status' => '1', 'view' => '14414', 'slug' => 'mot-so-loi-thuong-gap-khi-su-dung-may-thuy-binh-dien-tu', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '369', 'rght' => '370', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '724', 'name' => 'Cho thuê máy toàn đạc Leica, Nikon, Topcon, Sokkia - UY TÍN, CHẤT LƯỢNG, GIÁ RẺ!', 'code' => null, 'alias' => 'cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">A. Ưu điểm của việc thuê máy toàn đạc</span></span></span><br /> </h2> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span></span><br /> </p> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiết kiệm chi phí</strong>: Thay vì phải đầu tư một khoản lớn để sở hữu thiết bị bạn chỉ phải trả một khoản phí thuê hợp lý. Điều này giúp giảm bớt áp lực tài chính và tối ưu hóa nguồn lực cho các công trình xây dựng khác.</span></span></span></li> </ul> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Được trang bị các thiết bị hiện đại</strong>: Công nghệ liên tục thay đổi phát triển và máy toàn đạc điện tử ngày càng được cải tiến mới với nhiều tính năng thông minh. Khi thuê máy toàn đạc, bạn sẽ được trang bị những thiết bị công nghệ mới nhất và hàng chất lượng cao. Điều này giúp tăng khả năng làm việc hiệu quả và chính xác hơn.</span></span></span></li> </ul> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ kỹ thuật chuyên nghiệp:</strong> Thông qua việc thuê máy toàn đạc từ ở công ty trắc địa cung cấp uy tín, bạn sẽ được hỗ trợ kỹ thuật từ những chuyên gia kỹ sư trắc địa có kinh nghiệm trong lĩnh vực này. Họ có thể cung cấp hướng dẫn sử dụng, tư vấn về các tính năng của máy và giải đáp những câu hỏi liên quan. Điều này giúp đảm bảo rằng bạn sử dụng máy toàn đạc một cách hiệu quả và đạt được mục tiêu đo đạc của bạn.</span></span></span></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/262902911_4599318893479992_869197789067446392_n.jpg" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 620px; height: 496px;" /></p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B. Ứng dụng của máy toàn đạc</span></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng và kiến trúc</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với khả năng đo đạc chính xác và nhanh chóng, máy toàn đạc giúp xác định vị trí và kích thước của các công trình xây dựng. Nó cung cấp thông tin quan trọng để thiết kế và triển khai các bản vẽ kỹ thuật.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chất và môi trường</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực địa chất và môi trường, máy toàn đạc được sử dụng để thăm dò và điều tra các đặc điểm địa hình, đo lường khoảng cách và góc độ. Máy toàn đạc cho phép các nhà khoa học và kỹ sư thu thập dữ liệu chính xác để nghiên cứu địa chất và môi trường, đo đạc sự biến đổi đất đai, xác định vị trí các tầng đất, hay theo dõi môi trường tự nhiên.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đường hầm và cầu đường</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các dự án đường hầm và cầu đường quan trọng máy toàn đạc có khả năng làm việc trong môi trường khó khăn như dưới lòng đất hay trên mặt nước. Chúng được sử dụng để đo lường và kiểm tra độ chính xác của các công trình này, bao gồm việc xác định độ cao, kích thước và hình dạng.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khai thác mỏ và dự án năng lượng</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong ngành khai thác mỏ và dự án năng lượng, máy toàn đạc cung cấp những giải pháp đo đạc hiệu quả. Máy có thể được sử dụng để xác định vị trí và hướng di chuyển của các đường ống, cáp điện, hay các thiết bị liên quan đến khai thác tài nguyên. Nó cũng giúp trong việc đo lường diện tích và thể tích của các khu vực khai thác.</span></span><br /> </p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C. Lợi ích khi thuê máy toàn đạc tại Trắc địa Thành Đạt</span></span></span></h2> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Chi phí thuê máy đo đạc hợp lý, phù hợp với mọi đối tượng khách hàng.</span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Sản phẩm cho thuê là chính hãng. Các thiết bị được hiệu chuẩn và kiểm nghiệm trước khi cho thuê.</span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Tiết kiệm thời gian và chi phí bảo quản thiết bị (do được Trắc địa Thành Đạt hỗ trợ và đồng hành).</span></span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Được hướng dẫn sử dụng thiết bị miễn phí và được hỗ trợ kỹ thuật trong suốt quá trình đo đạc.</span></span></span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Có nhiều lựa chọn về model máy, số lượng, hãng sản xuất phù hợp nhằm đáp ứng yêu cầu từng công việc và quy mô dự án khác nhau.</span></span></span></span></span></span></span></li> </ul> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Banner cho thuê(1).png" style="width: 620px; height: 480px;" /></p> ', 'images' => '202306301101391234188fcd92b5895e1b963955b27a3f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'cho thuê máy toàn đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '723', 'name' => 'Sai số góc i ở máy thủy bình tự động - cách kiểm tra và khắc phục ', 'code' => null, 'alias' => 'sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình di chuyển, vận hành sử dụng máy thuỷ bình không thể tránh khỏi những va chạm gây ảnh hưởng tới độ chính xác của máy. Khi đó kết quả công việc sẽ không còn đảm bảo độ chính xác, bạn cần phải kiểm tra hiệu chỉnh lại thiết bị của mình. Một trong những sai số chính gây sai lệch kết quả trên máy thuỷ bình chính là sai số góc i. </span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Sai số góc i là gì</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sai số góc i</span> là độ lệch của các tia ngắm nằm ngang ở trên máy thủy bình so với mặt nước biển phẳng lặng. Khi máy thuỷ bình tồn tại sai số góc i sẽ dẫn đến các kết quả đo cao độ không còn chính xác. Khi khoảng các đọc từ máy thủy bình đến mia càng xa thì kết quả sẽ chịu ảnh hưởng của sai số góc i càng lớn.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính vì sự ảnh hưởng rất lớn của sai số góc i tới kết quả đo nên <span style="box-sizing: border-box;">trước khi bắt đầu triển khai dự án cần có công tác kiểm tra sai số góc i</span> để đảm bảo độ chính xác của kết quả đo.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu trong quá trình kiểm tra thấy sai số lớn, vượt quá giới hạn cho phép trong tiêu chuẩn. Lúc này thiết bị của bạn cần được mang đến các trung tâm <span style="box-sizing: border-box; touch-action: manipulation;">kiểm định hiệu chỉnh lại máy thủy bình</span>, nhằm tránh ảnh hưởng của các nguồn sai số đến kết quả đo.</span></span></span></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm nghiệm sai số góc i máy thủy bình là kiểm tra độ lệch của tia ngắm nằm ngang, kiểm tra để có phương án hiệu chuẩn, hạn chế sai sót trong phép đo cao độ. Cách kiểm tra sai số góc i ngoài thực địa là dùng phương pháp đo khép trạm giữa hai mốc cố định A và B.</span></span></span><br /> <br /> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/may-thuy-binh-dung-de-lam-gi.jpg" style="width: 547px; height: 500px;" /></span></span></span></p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách kiểm tra sai số góc i</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 1:</strong> Dùng 2 thước vạch đặt tại 2 điểm A và B cách nhau một khoảng Δ = 60 m. Máy sẽ được đặt tại vị trí Δ/2 giữa 2 điểm A và B như hình sau:</span></span><br /> </p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify; box-sizing: border-box;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm).png" style="width: 800px; height: 258px;" /></span></span></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 2:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Sau khi máy được đặt đúng vị trí như hình, tiến hành đọc số trên thước A (hA).</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 3:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Quay máy 180° và đọc số trên thước B (hB). Kết quả sẽ thu được hiệu giữa 2 số đọc là: Δh1 = hA – hB.</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 4:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Di chuyển máy và đặt máy tại vị trí cách 1 khoảng là Δ1 so với vị trí thước đặt tại điểm A. Xem minh họa như trên hình sau:</span></span></span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm) (2)(1).png" style="width: 800px; height: 258px;" /></span></span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><strong style="text-align: justify;">Lưu ý:</strong><span style="text-align: justify;"> Δ1 không bé hơn khoảng cách tối thiểu mà máy thủy bình cần kiểm tra có thể đo được.</span></em><br style="text-align: justify;" /> <br /> <strong style="text-align: justify;">Bước 5:</strong><span style="text-align: justify;"> Khi đã đặt máy chính xác, ta sẽ đọc số đọc số trên thước A (hA’).</span><br style="text-align: justify;" /> <strong style="text-align: justify;">Bước 6:</strong><span style="text-align: justify;"> Tiếp tục quay máy 180° đọc số trên thước B (hB’). Cuối cùng xác định được hiệu giữa 2 số đọc là: Δh2 = hA’ – hB’.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 7:</strong> Xác định sai số góc i của máy thủy bình</span></span></p> <ul style="box-sizing: border-box; list-style-position: initial; list-style-image: initial; margin-top: 0px; padding: 0px; margin-bottom: 1.3em; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 1: Nếu (Δh1-Δh2) ≤ 3mm góc i của máy đạt tiêu chuẩn có thể tiếp tục các thao tác đo đạc với máy thủy bình</span></span></span></li> <li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 2: Nếu (Δh1-Δh2) >3mm máy thuỷ bình cần được kiểm tra và hiệu chỉnh để loại bỏ sai số này, nhằm tránh ảnh hưởng tới kết quả đo.</span></span></span></li> </ul> <h2 id="b-dia-chi-cung-cap-may-toan-dac-cu-uy-tin-tai-ha-noi " style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">3. Nguyên nhân và cách khắc phục, xử lý sai số góc i máy thủy bình</strong></span></span></span></span></span></h2> <br /> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <em><strong><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Nguyên nhân: </span></span></span></strong></em><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Do đặc thù công tác đo đạc là đo thực tế, môi trường ngoại cảnh, vì vậy khó tránh khỏi được các tác động bên ngoài như:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động vật lý, va chạm với các vật thể khác trong quá trình di chuyển.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trường hợp rơi rớt không mong muốn.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết bị sử dụng thời gian dài không được kiểm định, kiểm tra định kỳ...</span></span></span></li> </ul> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động này chính là nguyên nhân dẫn đến lỗi sai cao độ góc i của máy thủy bình và các lỗi khác như:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình bị lệch bọt thủy, làm cho cao độ của máy bị sai.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc tự cân bằng của máy thủy bình bị lỗi, hoạt động không chính xác, dây chữ thập hồi về không đúng khiến máy bị sai.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mia bị nghiêng dẫn đến kết quả đo bị đọc sai.</span></span></span></li> </ul> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa phần các nguyên nhân trên đều có thể khắc phục và xử lý khi được phát hiện kịp thời.</span></span></span></p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <strong><em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Cách khắc phục, xử lý lỗi sai cao độ góc i máy thủy bình</span></span></span></em></strong></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế các tác động vật lý trong quá trình sử dụng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cẩn thận trong quá trình di chuyển thực địa, tránh để thiết bị rơi rớt.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến hành kiểm định, hiệu chuẩn lại sai số góc i theo định kỳ.</span></span></span></li> </ul> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">4. Địa chỉ sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span></span></span></span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p> <br /> <ul> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color:#000000;"><span style="margin: 0px; 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padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" /> <span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span></p> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Banner (6)(1).png" style="width: 800px; height: 419px;" /></p> ', 'images' => '20230613161608bf1441d7309d39dcda6ef0cd7b63dc28.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình', 'meta_key' => 'Máy thủy bình, maythuybinh, may thuy binh, máy thủy chuẩn, máy thủy bình giá rẻ, máy thủy bình tốt', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-06-13', 'modified' => '2026-04-13', 'status' => '1', 'view' => '21331', 'slug' => 'sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '365', 'rght' => '366', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '722', 'name' => 'Tìm hiểu về máy định vị GNSS RTK của hãng Geomate', 'code' => null, 'alias' => 'tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="line-height: 107%; color: rgb(51, 62, 72); background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">GEOMATE</span></strong><span style="line-height: 107%; color: rgb(51, 62, 72); background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> là thương hiệu đến từ Singapore, được thành lập vào năm 2018. </span><strong style="box-sizing: border-box"><i>GeoMate Positioning</i></strong> cung cấp các hệ thống và giải pháp khảo sát trên mặt đất, hàng hải và trên không cao cấp cho khách hàng trên toàn thế giới. </span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="color:#000000;"><strong>I. Tìm hiểu về hãng Geomate - Singapore và các dòng máy RTK của hãng</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="color:#b22222;"><strong>GEOMATE</strong></span> là thương hiệu đến từ Singapore, được thành lập vào năm 2018. <span style="color:#b22222;"><strong>GeoMate Positioning</strong></span> cung cấp các hệ thống và giải pháp khảo sát trên mặt đất, hàng hải và trên không cao cấp cho khách hàng trên toàn thế giới. Với nhiều kinh nhiệm trong ứng dụng địa lý học, nhóm phát triển các giải pháp khảo sát đáp ứng đầy đủ mong đợi của khách hàng về hoạt động hiệu quả nhất trong lĩnh vực trắc địa. Với việc xây dựng nhà máy tại Singapore Geomate <strong>đảm bảo rằng các sản phẩm của hãng luôn đạt được các tiêu chuẩn chất lượng cao nhất</strong>. Các giao thức và giải pháp của GeoMate cực kỳ đáng tin cậy và là sự lựa chọn hoàn hảo của khách hàng trên toàn thế giới.</span><br /> <br /> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;">Máy định vị GNSS RTK của Geomate được sử dụng trong: khảo sát trắc đạc, nghiên cứu địa lý, khảo sát địa chất, nông nghiệp, hàng không… . Cụ thể: </span></p> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Khảo sát thành lập lưới khống chế tọa độ với sai số cực thấp.</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Đo vị trí chi tiết, phục vụ công tác lập bản đồ, nghiên cứu địa hình, địa chính…</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Bố trí điểm trên mặt đất cho chuyển điểm, thiết kế thực địa.</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Tính diện tích, giao hội, bố trí đường cong diện tích.</span></li> </ul> <div align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Ba dòng máy của hãng Geomate là SG5, SG7 và SG9 <span style="color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif;">có khả năng cho kết quả đo đạc với độ chính xác cực kỳ cao. Các máy đều được tối ưu, cải tiến để đo đạc ở những khu vực có điều kiện khó khăn. </span></span></div> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Hiệu suất RTK của 3 dòng SG5, SG7, SG9 đều tốt hơn khi tiến hành khảo sát tại các vị trí khó. Những nơi như dưới tán cây, gần tòa nhà cao,… đều có độ chính xác và độ tin cậy vượt trội.</span></li> <li> <span style="font-size:14px;">Tích hợp thêm bộ lọc tín hiệu mới. Tính năng này giúp lọc các tín hiệu từ các vệ tinh bất chấp chất lượng tín hiệu kém hay nhiễu sóng ở trong khu vực đông dân cư.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li> <span style="font-size:14px;">Thu nhận và sắp xếp các tín hiệu linh hoạt. Cả 3 thiết bị đều có khả năng tích hợp và kết hợp các tín hiệu từ các hệ thống vệ tinh, trạm CORS hãy các trạm thu tín hiệu mặt đất khác. Khả năng này hoàn toàn tối ưu độ chính xác ngay tại vị trí đo.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li> <span style="font-size:14px;">3 dòng máy RTK Geomate mới này đều có khả năng bắt được nhiều vệ tinh hơn và tín hiệu hơn. Do có hiệu suất RTK và khả năng thu kênh đều từ 600 kênh trở lên.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> </div> </div> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;">II. So sánh 3 dòng máy RTK của hãng Geomate</span></h2> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <br /> <span style="font-size:14px;"><iframe allow="fullscreen" allowfullscreen="allowfullscreen" loading="lazy" src="https://www.canva.com/design/DAFlZbTVW_c/view?embed" style="position: relative; width: 100%; height: 600px; max-height: 80vh; border: none; padding: 0; margin: 0; overflow: hidden;"></iframe></span></p> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III. Đơn vị cung cấp máy RTK UY TÍN</span></span></h2> <br /> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: Hi - Target, E-survey, eFix, Foif, Geomate,.... tại Việt Nam. </span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> </p> <p style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Gray Fashion Shop Online Instagram Story (665 × 295 px) (10).png" style="width: 665px; height: 295px;" /></p> ', 'images' => '20230610130103ba655f12a66201f445f6816a87ffe480.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-06-10', 'modified' => '2026-04-13', 'status' => '1', 'view' => '16595', 'slug' => 'tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '363', 'rght' => '364', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '720', 'name' => 'Sai số trong đo đạc và cách khắc phục', 'code' => null, 'alias' => 'sai-so-trong-do-dac-va-cach-khac-phuc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là không thể tránh khỏi. Tuy nhiên, để việc đo đạc đạt hiệu quả, người thực hiện cần hiểu nguyên nhân để áp dụng phương pháp hạn chế phù hợp nhất.</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sai số trong đo đạc là gì?</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là khoảng giá trị chênh lệch giữa những lần đo hoặc giá trị tính được so với giá trị thực tế hay giá trị chính xác của một đại lượng nào đó. Hoặc có thể hiểu đơn giản, sai số trong đo đạc là giá trị chênh lệch giữa giá trị đo với giá trị thực tế theo một xác suất nhất định.<br /> <br /> Trong quá trình đo đạc, việc thực hiện đo nhiều lần cùng một đại lượng sẽ mang lại những giá trị đo giữa các lần đo không giống nhau. Điều đó cho thấy rằng giữa các kết quả đo luôn có sai số, đồng thời giá trị đo được chỉ mang tính tương đối, gần đúng.<br /> <br /> Sai số thực được ký hiệu là ∆i và sai số gần đúng được ký hiệu là Vi. Các sai số này được tính theo công thức:<br /> <br /> <strong>∆i = X – Li<br /> Vi = x – Li</strong><br /> <br /> Với:</span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X là giá trị thực</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">x là giá trị gần đúng nhất (trị xác suất)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li là giá trị đo lần thứ i.</span></span></em></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bởi vì điều kiện đo giữa các lần đo là khác nhau, thế nên sẽ dẫn đến ∆i và Vi giữa các lần đo cũng khác nhau.<br /> <br /> Sai số trong đo đạc phát sinh từ nhiều nguồn khác nhau, dựa vào các nguồn đó để phân loại sai số và từ đó có cách giảm thiểu tương ứng.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Anwendung1-Bosch-GIM-60-Digitaler-Neigungsmesser.jpg" style="width: 620px; height: 414px;" /></span></span></p> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Phân loại sai số trong đo đạc</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa vào nguồn gốc gây ra sai số, có 3 loại sai số trong đo đạc:</span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Sai số sai lầm </strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này được phát sinh từ sự thiếu cẩn thận trong quá trình đo, chẳng hạn như đo sai, tính sai hoặc có thể là ghi sai. Khi đo lặp lại ít nhất 1 lần, người đo sẽ có thể phát hiện được sai số này.<br /> Trong quá trình đo đạc, thông thường sẽ gặp một số trường hợp có xuất hiện sai số rất lớn của giá trị tuyệt đối mà lẽ ra sẽ không mắc phải với điều kiện đó, những sai số đó chính là sai số sai lầm.<br /> <br /> <em><strong>Ví dụ:</strong> Một ngôi nhà cho giá trị chiều dài là 50 mét, nhưng khi đo lại cho kết quả là 52 mét, thì 2 mét chính là giá trị sai số sai lầm.</em></span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Sai số hệ thống</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này phát sinh do dụng cụ đo chưa được hoàn chỉnh, do tật của người đo, hoặc có thể phát sinh do sự thay đổi của điều kiện ngoại cảnh. Sai số hệ thống có giá trị và dấu không đổi và xuất hiện lặp đi, lặp lại giữa các lần đo.<br /> <br /> <em><strong>Ví dụ</strong>: Khi đo một đoạn thẳng bằng thước dài 20 mét, nhưng trên thực tế, chiều dài lúc đó của thước đang là 20.001 mét. Vì vậy, mỗi lần sử dụng thước để đo, kết quả sẽ có độ lớn sai số là 1 milimet, đây được gọi là sai số hệ thống.</em></span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Sai số ngẫu nhiên</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này sinh ra từ kết quả của sự tác động qua lại giữa nhiều nguồn sai số khác nhau, cũng như do sự biến đổi không ngừng của điều kiện đo đạc. Sai số ngẫu nhiên có dấu và giá trị không thể xác định cụ thể trước, có thể lớn, bé, âm dương,…<br /> <br /> <strong>Sai số ngẫu nhiên có một số tính chất như:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính giới hạn: Khi đo đạc trong một điều kiện xác định, sai số ngẫu nhiên không vượt giới hạn nhất định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tập trung: Giá trị tuyệt đối của sai số ngẫu nhiên càng nhỏ, số lần xuất hiện của sai số càng nhiều.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính đối xứng: Những sai số ngẫu nhiên có giá trị tuyệt đối bằng nhau, nhưng trái dấu với nhau thì có số lần xuất hiện ngang nhau.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính bù trừ: Trung bình cộng giữa các sai số ngẫu nhiên sẽ dần tiến về giá trị “0” khi số lần đo tăng lên vô hạn.</span></span></li> </ul> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ví dụ:</strong> Một thước đo có độ chia nhỏ nhất đến đơn vị milimet thì sai số khi đọc thước ở phần ước lượng có giá trị nhỏ hơn milimet được gọi là sai số ngẫu nhiên.</span></span></em> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách khắc phục sai số trong đo đạc</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối với từng loại sai số khác nhau, sẽ có các phương pháp để hạn chế sai số phù hợp. Cụ thể:</span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.1 Đối với sai số sai lầm</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số sai lầm là dạng sai số xuất phát từ nguyên nhân chủ quan, do đó loại sai số này có thể được khắc phục bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc kỹ, cẩn thận, không cho phép phát sinh sai lầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phải xác định được sai lầm cụ thể để loại bỏ khỏi kết quả đo thông qua việc kiểm tra lặp lại kết quả.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.2 Đối với sai số hệ thống</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số hệ thống có thể được hạn chế bằng các phương pháp như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường xuyên kiểm nghiệm và hiệu chỉnh dụng cụ, thiết bị đo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi phương pháp đo phù hợp với điều kiện ngoại cảnh hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính toán số hiệu chỉnh vào các kết quả đo đạc.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.3 Đối với sai số ngẫu nhiên</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số ngẫu nhiên là loại sai số không thể loại bỏ, người đo đạc chỉ có thể hạn chế bằng phương pháp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thiết bị, dụng cụ đo tốt hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi, sử dụng phương pháp đo phù hợp hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thời điểm thực hiện đo và số lần đo đạc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính kết quả trung bình từ những sai số ngẫu nhiên sau nhiều lần đo đạc và trong các điều kiện đo khác nhau.</span></span></li> </ul> <h2> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Đơn vị kiểm nghiệm, hiệu chỉnh thiết bị đo đạc UY TÍN</strong></h2> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trắc địa Thành Đạt</strong> là đơn vị chuyên cung cấp và hiệu chỉnh các thiết bị đo đạc UY TÍN tại Việt Nam. Với đội ngũ kỹ thuật viên có tay nghề cao, có kinh nghiệm nhiều năm trong hoạt động sửa chữa, kiểm nghiệm thiết bị đo đạc Trắc địa Thành Đạt sẽ là điểm đến uy tín với mọi khách hàng khi có nhu cầu. </span></span></p> <p style="text-align: center;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: center; margin: 0px; padding: 0px;">---------</strong></p> <p style="text-align: center;"> <br style="text-align: center; margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px;" /> <span style="text-align: center; margin: 0px; padding: 0px; font-family: arial; font-size: 13px; color: rgb(204, 51, 0);"><span style="margin: 0px; padding: 0px; font-family: "trebuchet ms", helvetica, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 15.2px;"><span style="margin: 0px; padding: 0px; font-size: 13px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">TRẮC ĐỊA THÀNH ĐẠT - LUÔN ĐỒNG HÀNH CÙNG BẠN!</strong></span></span></span></span></span><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-family: Arial, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Website: </span></span></span></span><span style="text-align: center; margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: Arial, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR0x636a91TsCqofuE-ef6CJaPwGi8ex_pmRzQ9FGfSh79coomyKg0kW80w" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="text-align: center; margin: 0px; padding: 0px; font-size: 13px; color: rgb(0, 0, 0); font-family: Arial, sans-serif;" /> <br style="text-align: center; margin: 0px; padding: 0px; font-size: 13px; color: rgb(0, 0, 0); font-family: Arial, sans-serif;" /> <span style="text-align: center; margin: 0px; padding: 0px; font-family: arial; font-size: 13px; color: rgb(204, 51, 0);"><span style="margin: 0px; padding: 0px; font-family: Arial, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Hotline: <strong style="margin: 0px; padding: 0px;">0<span style="margin: 0px; padding: 0px; font-family: "lucida sans unicode", "lucida grande", sans-serif;">913 051 734/0942 288 388</span></strong></span></span></span></span></p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Banner 21_4.png" style="width: 620px; height: 620px;" /></span></span></p> ', 'images' => '2023052510084176e7dd8aea9bcb2f5c43cb9a723c15c3.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Sai số trong đo đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '719', 'name' => 'Hướng dẫn nhanh cách giao hội máy toàn đạc Leica, Nikon, Topcon, Sokkia', 'code' => null, 'alias' => 'huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hướng dẫn nhanh cách giao hội máy toàn đạc Leica, Nikon, Topcon!</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66); text-align: justify;">1. Khi nào cần thiết lập trạm máy bằng phương pháp giao hội?</span></span></span></h2> <br /> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(73, 73, 73);">Thiết lập trạm máy bằng phương pháp giao hội được thực hiện khi tại vị trí đo đạc hai mốc bị vướng các địa vật và các mốc không thể thông hướng với nhau, không thể thiết lập được trạm máy theo phương pháp thông thường (điểm đặt máy và điểm định hướng), lúc này cần sử dụng phương pháp giao hội để xác định tọa độ điểm đặt máy dựa vào hai điểm gốc.</span></span></span><br /> </p> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Mo-ta-thiet-lap-tram-may-bang-phuong-phap-giao-hoi-600x327.jpg" style="width: 600px; height: 327px;" /></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(51, 51, 51); text-align: justify;">Giao hội nghịch </span><span style="color: rgb(51, 51, 51); text-align: justify;">là một cách thao tác để thành lập một trạm máy có tọa độ. Khác với giao hội thuận, giao hội nghịch có thể đứng một điểm bất kỳ để thành lập trạm máy hay có thể nói s</span><span style="color: rgb(66, 66, 66); text-align: justify;">ử dụng giao hội nghịch nếu ta không dựng được máу toàn đạc tại ᴠị trí 2 mốc tọa độ hoặc 2 mốc tọa độ bị che không thể nhìn thấу nhau.</span></span></span><br /> </p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để hạn chế sai số khi cài đặt trạm máy bằng phương pháp giao hội, người đo cần phải lưu ý một số yếu tố sau:</span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy tại vị trí đất cứng, không bị nhiều yếu tố thi công ảnh hưởng.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đặt máy phải tương đối ở giữa vị trí 2 mốc tọa độ.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng chân ba kẹp sào gương để cố định gương tại 2 mốc lúc giao hội.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai số do người cầm gương gây ra.</span></span></li> </ul> <h2> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(66, 66, 66);">2. Hướng dẫn giao hội máy toàn đạc Topcon</span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi cân bằng máy ở màn hình chính, nhấn <strong>MENU -> [F2]- LAYOUT.</strong><br /> Để lấy file đã có sẵn trong máy, chọn <strong>FILE</strong>, nhấn phím <strong>[F4] – ENTER</strong>. Sau đó nhấn tiếp <strong>[F4]</strong> để chuyển sang trang thứ 2. Khi đã xuất hiện màn hình <strong>LAYOUT</strong>, nhấn <strong>[F2] – NEW POINT -> [F2] – RESECTION</strong>. Bắt đầu chương trình giao hội nghịch (chế độ <strong>Resection</strong>). Màn hình lúc này như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture2.jpg" style="width: 400px; height: 250px;" /></span></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập khai báo tên trạm máy. Máy toàn đạc Topcon sẽ lưu lại tọa độ trạm kể cả khi tắt nguồn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – SRCH: Tìm kiếm lại tọa độ trong máy.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – SKP: Thao tác đi nhanh vào thành lập trạm máy.</span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Tiếp theo, nhập chiều cao máy ở dòng <strong>INS.HT =</strong>. Sau khi nhập xong, màn hình sẽ hiển thị khai báo và nhập điểm định hướng thứ nhất. <strong>N001#</strong> như hình dưới:<br /> <img alt="" src="/admin/webroot/upload/image/images/Picture3.jpg" style="width: 400px; height: 250px;" /></span></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập tên điểm định hướng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – LIST: Hiển thị danh sách các điểm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – NEZ: Vị trí nhập tọa độ trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F4] – ENTER: Thao tác chấp nhận.</span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi nhấn phím <strong>[F4] – ENTER</strong> chấp nhận, tiến hành nhập chiều cao gương.<br /> Quay máy bắt chính xác vào gương điểm thứ nhất, nhấn phím <strong>[F4]- DIST</strong> để thực hiện đo lưu độ điểm thứ nhất. Sau khi đo lưu độ điểm thứ nhất, màn hình máy hiện khai báo điểm định hướng thứ 2. Thao tác khai báo tương tự điểm định hướng thứ nhất.<br /> <br /> Màn hình máy hiển thị sau khi đo lưu điểm thứ 2 như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture7.jpg" style="width: 400px; height: 250px;" /><br /> <br /> Nhấn <strong>[F2] – CALC MEAS DATA</strong>: Tính toán dữ liệu máy đo. Lúc này trên màn hình xuất hiện sai số giao hội:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture4.jpg" style="width: 400px; height: 250px;" /><br /> <br /> <strong>Ấn [F4] – CALC</strong> để thực hiện tính toán:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture5.jpg" style="width: 400px; height: 250px;" /><br /> <br /> Tiếp tục nhấn <strong>[F4] – NEZ</strong> để hiển thị tọa độ máy. Nhấn tiếp <strong>[F3] – YES</strong> để lưu lại tọa độ và hoàn tất lập trạm máy bằng phương pháp giao hội nghịch.</span></span></span><br /> </p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">3. </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hướng dẫn giao hội máy toàn đạc Nikon</span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (28).png" style="width: 665px; height: 295px;" /></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sau khi cân máу хong ở màn hình chính, chúng ta ᴠào <strong>Menu -> F2: Laуout</strong><br /> <br /> Để lấу file đã có ѕẵn <strong>Liѕt -></strong> di chuуển tới<strong> File </strong>bằng phím <strong>ANG -> Enter -> F4</strong> ѕang trang <strong>-> F2 Neᴡ Point -> F2 Reѕection</strong><br /> <br /> Đặt tên điểm cho trạm máу ( đặt bất kì tên nào). Chiều cao máу giả dụ thaу đổi đến các cao độ của các điểm đó<br /> <br /> Điểm đầu tiên ( tìm điểm giao hội thứ 1 trong máу có ѕẵn – điểm ѕố 3) -> <strong>Enter.</strong> <br /> <br /> Ngắm ᴠề gương tại ᴠị trí điểm ѕố 3 gương cân chuẩn, chọn <strong>Diѕt -></strong> chờ хử lý<br /> <br /> Máу hỏi tiếp điểm tụ hội trang bị 2 ( điểm ѕố 6) –<strong>> Enter.</strong> <br /> <br /> Quaу <strong>máу toàn đạc</strong> ᴠề điểm 2, ѕau khi cân gương chuẩn, chọn <strong>Diѕt-></strong> chờ хử lý<br /> <br /> Sau lúc tiến hành hội tụ хong, <strong>F2: Calc Meaѕ.</strong> <strong>Data</strong> tính toán <strong>Reѕidual error:</strong> ѕai ѕố, ѕai ѕố càng nhỏ càng tốt. HD: ѕai ѕố mặt bằng (15 li) dZ: ѕai ѕố cao độ (4 li)<br /> <br /> <strong>F4 calculation -> F4 NEZ,</strong> хuất hiện tọa độ của điểm trạm máу mới, máу hỏ lưu haу không, tìm <strong>F3 Yeѕ</strong></span></span></p> <h2 id="ftoc-heading-5"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66);">4. Hướng dẫn giao hội máy toàn đạc Leica</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao hội nghịch là xác lập tọa nơi đặt máy, thực hiện dựa vào tọa độ của rất nhiều điểm khống chế. Để tiến hành giao hội nghịch, máy toàn đạc rất cần được để ở vị trí nhìn được tối thiểu 2 điểm khống chế. Mặc dù thế để kết quả đo được đúng chuẩn hơn nên xúc tiến đo ít nhất 3 lần.<br /> <br /> Chương trình giao hội nghịch trên dòng máy toàn đạc điện tử Leica được sử dụng rất rộng rãi, rất hữu ích tại những khu vực mà tính thông hướng giữa các mốc không được đảm bảo. Khi đó tính năng giao hội nghịch sẽ được sử dụng để khởi tạo trạm máy. Các bước thực hiện công tác giao hội nghịch (Free Station) được thực hiện như sau:<br /> <br /> Từ <strong>Main Menu</strong> →<strong> 2</strong>. (<strong>Prog</strong>)→<strong>F3</strong> (<strong>Free Station</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture1(1).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Tiếp theo người sử dụng làm như sau:<br /> <br /> - Bước 1: Ấn <strong>F1</strong> (<strong>Set job</strong>): Đặ t tên công việc, bước này tương tự như các chương trình <strong>surveying</strong>, <strong>stake out</strong>.<br /> <br /> - Bước 2: Ấn <strong>F2</strong> (<strong>Set Accuracy limit</strong>): Cài đặt giới hạn độ chính xác cho điểm cần giao hội nếu cần (nếu yêu cầu độ chính xác không cao có thể bỏ qua bước này).<br /> Tại đây người sử dụng có thể nhập giá trị giới hạn của độ lệch tiêu chuẩn. Nếu giá trị tính toán vượt quá giá trị cho phép thì sẽ xuất hiện thông điệp cảnh báo, lúc đó máy sẽ cho phép người sử dụng quyết định tiếp tục đo hay dừng lại. Nếu muốn cài đặt độ chính xác thì tại dòng<strong> Status</strong> dùng phím bật <strong>ON</strong>, ngược lại <strong>OFF</strong>.<br /> <strong> Std.Dev.North</strong>: Độ sai lệch X.<br /> <strong> Std.Dev.East</strong>: Độ sai lệch Y.<br /> <strong> Std.Dev.Height</strong>: Độ sai lệch cao độ H<br /> <strong> Std.Dev.Angle</strong>: Độ sai lệch góc ngang<br /> Sau đó ấn <strong>F4</strong> (<strong>OK</strong>) để cài đặt.<br /> <br /> <em>Ý nghĩa của việc cài đặt độ chính xác giao hội: </em>Giả sử ta đặt độ chính xác cho điểm giao hội với các tiêu chuẩn sai lệch là: ΔX ≤ 5mm, ΔY ≤ 5mm, ΔZ (H) ≤ 5mm,… Thì sau khi máy tính toán giao hội mà sai số tọa độ điểm giao hội nghịch nếu lớn hơn 5mm thì máy sẽ cảnh báo cho người sử dụng biết để chấp nhận kết quả hay dừng lại.<br /> <br /> - Bước 3: <strong>Start</strong> tiến hành đo giao hội Ấn <strong>F4</strong> (<strong>Start</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture2(1).jpg" style="width: 400px; height: 273px;" /><br /> Ở đây, người sử dụng cần:<br /> <strong>Station</strong>: Đặt tên điểm cần giao hội (tức là tên điểm trạm máy)<br /> <strong>hi</strong>: Nhập vào chiều cao máy<br /> Nhập xong ấn <strong>Enter</strong> →<strong> F4</strong> (<strong>OK</strong>), màn hình hiện ra như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture3(2).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Lúc này để đo tới điểm cần đo, người sử dụng có thể làm theo: <br /> Trường hợp 1: Nhập trực tiếp toạ độ điểm đo tới vào, làm như sau: Từ màn hình hiển thị như <em>hình 3</em>, nhập vào:<br /> <strong>PtID</strong>: Tên điểm đo tới<br /> <strong>hr</strong>: Chiều cao gương<br /> Sau đó ấn phím<strong> F4</strong> → <strong>F1</strong> (<strong>ENH</strong>), màn hình hiện ra hình:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Chưa có tên (481 × 328 px).png" style="width: 400px; height: 273px;" /><br /> <br /> Tại đây nhập vào toạ độ điểm đo tới sau đó ấn <strong>Enter</strong> → <strong>F4</strong>(<strong>OK</strong>), rồi ngắm chính xác vào mục tiêu và ấn<strong> F1</strong> (<strong>ALL</strong>) để đo. <br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture5(3).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Ấn phím<strong> F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Sau khi đã đo đủ số lượng điểm đo cần thiết (đo tới tối thiểu 2 điểm và tối đa 5 điểm):<br /> → Để xem kết quả toạ độ điểm giao hội, ấn phím <strong>F3</strong> (<strong>COMPUTE</strong>),<br /> → Để xem phần dư ấn phím [<strong>RESID</strong>],<br /> → Để xem độ l ệch tiêu chuẩn ấn phím <strong>F3</strong> (<strong>StdDev</strong>).<br /> → Để cài đặt toạ độ điểm vừa giao hội được làm toạ độ trạm máy, người sử dụng chỉ việc ấn phím <strong>F4</strong> (<strong>OK</strong>).<br /> Trường hợp 2: Nếu điểm đo tới đã lưu trong bộ nhớ của máy, thì người sử dụng chỉ cần nhập vào tên điểm cần đo tới (ví dụ điểm 5) ở dòng (<strong>PtID</strong>) và chiều cao gương (<strong>hr</strong>) sau đó ấn phím<strong> F1</strong> (<strong>FIND</strong>) để tìm điểm đó<br /> Sau đó lựa chọn đúng điểm, ấn phím <strong>F4 </strong>(<strong>OK</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture6.jpg" style="width: 400px; height: 273px;" /><br /> Tiến hành ngắm chính xác vào điểm đo tới:<br /> - Ấn phím <strong>F1</strong> (<strong>ALL</strong>) để đo,<br /> - Ấn phím <strong>F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Để xem kết quả giao hội làm tương tự như trường hợp 1.<br /> <br /> Kết quả cuối cùng sẽ cho ra tọa độ N(X), E(Y), và cao độ H. Đồng thời máy cũng tính ra phương vị của trạm máy hiện thời. Chính vì thế mà sau khi tiến hành đo giao hội xong người sử dụng có thể chuyển sang chế độ đo khác (<strong>Surveying</strong>, <strong>Stake out</strong>,...) mà không cần tiến hành các bước thiết lập trạm máy và thiết lập định hướng nữa. Ngoài ra phép đo giao hội còn đưa ra độ lệch tiêu chuẩn và phần dư để đánh giá độ chính xác của kết quả đo đồng thời cho ta biết được độ ổn định của các điểm toạ độ vừa đo tới.<br /> <br /> Chúng ta có thể đo ở một vị trí bàn độ trái hoặc phải hoặc đo ở cả hai vị trí bàn độ, không cần xếp thứ tự điểm và thứ tự mặt ống kính khi đo. Nếu một điểm được đo nhiều lần ở một mặt của ống kính thì phép đo hợp lý sẽ được sử dụng để tính toán.<br /> <br /> Nếu phép đo có nhiều hơn số điểm đo cần thiết, bộ xử lý tính toán kết quả sẽ dùng phương pháp số bình phương nhỏ nhất để hiệu chỉnh cho tọa độ phẳng (X, Y), phương pháp trung bình cho cao độ H và góc định hướng.</span></span></p> <div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> - Giá trị đo ở bàn độ trái và bàn độ phải được đưa vào trong tính toán.<br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tất cả các phép đo đều được sử lý ở cùng độ chính xác cho dù chúng được đo ở một vị trí bàn độ hay ở cả hai vị trí bàn độ.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ Y và X được xác định bằng phương pháp số bình phương nhỏ nhất, bao gồm cả độ lệch tiêu chuẩn.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Cao độ cuối cùng được tính toán từ sự trung bình của các chênh cao so với điểm gốc.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Góc định hướng được tính trung bình từ phép đo ở 2 vị trí bàn độ và vị trí mặt bằng đã được tính toán. </span></div> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><em>>>></em></strong> <strong>Lưu ý một số thông điệp hiện thị khi đo:<br /> </strong></span></span></p> <div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> "<em><strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Selected point has no valid data</span></span>!</strong></em>" <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo đã lựa chọn không có tọa độ X hoặc Y.</span></span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Max 5 points supported </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Máy chỉ cho phép đo tối đa 5 điểm.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no position computed </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" "Không cho phép tính ra tọa độ trạm vì đã có dữ liệu không đúng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</strong><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no height computed</em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">": Hoặc cao độ của điểm đo không hợp lệ hoặc là không đủ dữ liệu đo để tính ra cao độ của trạm máy.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Insufficient space in job</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Job hiện thời đã đầy không cho phép lưu trữ thêm dữ liệu.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Hz (I-II) >0.9 deg, measure point again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc bằng lớn hơn 180</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> ± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>V(I-II) > 0.9 deg, measure again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc đứng lớn hơn 360</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> - V± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>More points or distance required </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" " Yêu cầu đo thêm điểm hoặc khoảng cách" vì không đủ dữ liệu đo để tính ra tọa độ trạm.</span></div> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Hướng dẫn giao hội máy toàn đạc Sokkia</span></h2> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Bước 1: Nhấn phím <strong><em>FUNC</em></strong> trên màn hình máy toàn đạc Sokkia đến khi màn hình xuất hiện bạn tiếp tục nhấn vào <em><strong>F1 (MENU)</strong>.</em><br /> <br /> - Bước 2: Sau khi nhấn vào <strong><em>MENU </em></strong>tiếp tục chọn <strong><em>RESECTION </em></strong>để bắt đầu chức năng giao hội.<br /> <br /> - Bước 3: Tiếp theo nhấn chọn <strong><em>NEZ </em></strong>để nhập tọa độ của 2 điểm mốc dùng để giao hội. Sau đó bạn chọn <strong><em>EDIT (F3) </em></strong>hoặc nhấn <strong>READ</strong> để đọc số liệu hiện sẵn trong màn hình máy.<br /> Tiếp theo bạn nhập tọa độ điểm số 2, sau khi nhập tọa độ 2 điểm xong nhấn <strong><em>F4 (MEAS) </em></strong>để đo về các điểm gốc và nhấn <strong><em>F19 (DIST)</em></strong>. Sau đó nhấn <strong><em>F4 (YES) </em></strong>để đo điểm số 1. Sau khi đo điểm 1 tiến hành đo điểm 2. <br /> <br /> - Bước 4: Tiếp theo nhấn <strong>CALC</strong> để tiến hành tính toán tọa độ giao hội điểm đặt máy.<br /> <br /> Trên màn hình sẽ báo sai số vị trí điểm <strong>deltaX</strong>, <strong>deltaY</strong> nếu chấp nhận sai số bạn nhấn <strong><em>REC (F3) </em></strong>để ghi lại tọa độ điểm đặt máy sau giao hội để dùng cho công tác bố trí điểm hoặc các công tác đo đạc khảo sát địa hình.<br /> <br /> <span style="color: rgb(34, 34, 34);"><strong>>>></strong> <strong>Lưu ý:</strong></span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên hiện trường bạn cần tìm điểm đặt máy hợp lý nhằm đảm bảo độ chính xác cao. Bạn cần chọn địa điểm đặt thiết bị sao cho tam giác hợp bởi điểm đặt máy và hai điểm gốc là tam giác cân, để đảm bảo giao hội máy toàn đạc được cho các kết quả đo chính xác nhất.<br /> <br /> Sau khi đo giao hội xong, bạn cần tiến hành kiểm tra các tọa độ điểm gốc xem có bị sai số không. Tiếp theo mới tiến hành bố trí các điểm của công trình hoặc vào chức năng đo đạc chi tiết của máy để đo khảo sát địa hình khu vực để lập bản đồ hay đo đạc tính toán khối lượng đào đắp. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Nên sử dụng các thiết bị như máy thủy bình để dẫn truyền cao độ một cách chuẩn xác nhất.</span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (30).png" style="text-align: center; width: 665px; height: 295px;" /><br /> </p> ', 'images' => '20230508111131dc7a2c77b3d50d2023aaee921bc3a899.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'giao hội máy toàn đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Post' => array( 'id' => '718', 'name' => 'Tìm hiểu về phần mềm PIX4D', 'code' => null, 'alias' => 'tim-hieu-ve-phan-mem-pix4d', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với hơn 55.000 người dùng đang hoạt động trên khắp thế giới, PIX4D đã mở rộng văn phòng của mình ở nhiều quốc gia khác nhau ngoài trụ sở chính là Thụy Sỹ với mục tiêu hỗ trợ khách hàng tốt hơn như: Mỹ, Đức, Tây Ban Nha, Nhật Bản, Trung Quốc…</span></span>', 'content' => '<h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/tracdiathanhdat_vn (7).png" style="width: 650px; height: 545px;" /></strong></span></span></h2> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. PIX4Dmapper – Phần mềm PIX4D dùng trong xử lý ảnh UAV</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmapper là phần mềm nội nghiệp có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái: ảnh RGB, ảnh hàng không, ảnh đa phổ, ảnh nhiệt, ảnh phóng tâm, ảnh 360 độ, video, v.v.<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dmapper:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng quy tắc chồng lớp ảnh để cho ra dữ liệu vô cùng chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn thiện quy trình xử lý ảnh với thiết bị bay không người lái: Thu thập hình ảnh > số hóa > đánh giá, kiểm soát và cải thiện chất lượng> đo lường, tính toán > cộng tác và chia sẻ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý dữ liệu nâng cao, cung cấp kết quả chính xác với giải pháp quan trắc ảnh chuyên nghiệp: giúp người dùng tối ưu hóa quy trình làm việc dựa trên các mẫu xử lý mặc định trên phần mềm hoặc thiết lập quy trình cá nhân.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ và mô hình 3D chính xác từ hình ảnh bằng các công cụ vượt trội: phân loại đám mây điểm tự động; cải thiện bề mặt kỹ thuật số; đo đạc bề mặt, khoảng cách, khối lượng; kiểm soát độ chính xác của dự án; báo cáo chất lượng chi tiết.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/04-de-dang-tinh-toan-kich-thuoc-be-mat-khoang-cach-khoi-luong.jpg" style="width: 650px; height: 366px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xuất dữ liệu đầu ra với nhiều định dạng khác nhau.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu đầu ra của PIX4Dmapper là cơ sở để thành lập bản đồ, đặc biệt là bản đồ 3D,.. chất lượng cao. PIX4Dmapper giúp hoàn thiện xử lý ảnh, từ thu thập dữ liệu đến kiểm soát chất lượng đầu ra và chia sẻ dữ liệu dưới nhe. Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D khác như PIX4Dcloud.<br /> <br /> <strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm thành lập bản đồ và mô hình 3D, PIX4Dmapper có khả năng ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung: Đối với các dự án không bao gồm rừng, tuyết, hồ, cánh đồng nông nghiệp và / hoặc các địa hình khó tái tạo khác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát rừng và thảm thực vật rậm rạp: Đối với dự án có diện tích rừng bao phủ hoặc thảm thực vật rậm rạp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình bằng phẳng, có ruộng: Đối với địa hình bằng phẳng có nội dung trực quan đồng nhất như ruộng nông nghiệp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tòa nhà: Tạo mô hình 3D của các tòa nhà.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bình đồ: Dành cho các khu vực cần thể hiện đường đồng mức.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát chuyến bay: Đối với các dự án có hình ảnh được thực hiện bằng cách sử dụng nhiều chuyến bay.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng thành phố (mặt tiền có thể nhìn thấy): Lập mô hình 3D về các khu vực đô thị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng nội thất 3D: Tạo mô hình 3D cho nội thất của các tòa nhà.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tổng hợp: Dành cho các bộ dữ liệu kết hợp (nội thất / ngoại thất và / hoặc trên không / trên mặt đất và / hoặc nadir / xiên).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng địa vật 3D: Mô phỏng hình ảnh 3D các đối tượng đặc biệt (tháp điện, tuabin gió, đường hầm, v. v.).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp đặc biệt: Khảo sát địa hình tuyết, cát và bề mặt nước (đại dương, hồ, sông, v.v.).</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. PIX4Dsurvey – Phần mềm PIX4D dùng trong số hóa dữ liệu</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm số hóa dữ liệu PIX4Dsurvey là phần mềm nội nghiệp có khả năng số hóa dữ liệu tự động hoặc bán tự động từ các sản phẩm từ phương pháp quan trắc ảnh, dữ liệu quét <a href="https://dathop.com/3-giai-phap-laser-scanning-pho-bien/">laser scanning</a> và LiDAR. Dữ liệu đầu ra của PIX4Dsurvey là cơ sở để tính toán độ dốc địa hình, hướng địa hình, mức độ lồi lõm, phân tích địa mạo của khu vực, v.v.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dsurvey</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa dữ liệu: Liên kết ảnh bay chụp và mô hình Point Cloud, trích xuất các đối tượng từ ảnh quan trắc, quét laser, LiDAR để làm cơ sở cho thành lập bản đồ.</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hóa thời gian số hóa lên đến 50%: PIX4Dsurvey triển khai quy trình làm việc liền mạch và nhanh chóng, giảm thiểu thời gian thực hiện các công tác số hóa mô hình Point Cloud và biên vẽ đối tượng từ hình ảnh. Chức năng Smart Grid hỗ trợ người dùng tiết kiệm thời gian trong công tác tạo mô hình cao độ điểm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp sẵn thuộc tính chuyển đổi sang CAD linh hoạt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/06-pix4dsurvey-co-kha-nang-chuyen-doi-sang-cad-linh-hoat.jpg" style="width: 650px; height: 484px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dsurvey xây dựng các thuật toán vô cùng tối ưu cho bất kỳ đối tượng nào bằng các thao tác vô cùng đơn giản và nhanh chóng.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dsurvey được ứng dụng trong nhiều hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ khảo sát địa hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa mô hình mặt đất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình TIN.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình CAD.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. PIX4Dmatic – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmatic là phần mềm quan trắc ảnh thế hệ mới, được sử dụng để thành lập bản đồ địa hình, bản đồ quy hoạch và các loại bản đồ tỷ lệ lớn, có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái.<br /> Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D như: PIX4Dsurvey, PIX4Dcloud, v..v..<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dmatic:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý bộ dữ liệu lớn, cho kết quả chính xác: PIX4Dmatic cung cấp khả năng xử lý hàng nghìn hình ảnh mà vẫn đảm bảo độ chính xác ở mức khảo sát, giảm một nửa thời gian xử lý, lý tưởng cho các dự án quy hoạch và bộ dữ liệu lớn hơn 5000 hình ảnh với độ phân gairi máy ảnh RGB tiêu chuẩn và không có giới hạn về kích thước hình ảnh.</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý tự động: hợp lý hóa quy trình làm việc của người sử dụng, bao gồm nhập dữ liệu, xử lý và đánh giá chất lượng của dự án.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình làm việc liền mạch.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm chuyên cho việc thành lập bản đồ và mô hình 3D, PIX4Dmatic được ứng dụng trong các lĩnh vực:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <em style="text-align: center;"><img alt="" src="/admin/webroot/upload/image/images/08-phan-mem-pix4dmatic-duoc-ung-dung-trong-khao-sat-dia-hinh.jpg" style="width: 650px; height: 396px;" /></em></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. PIX4Dcloud (& PIX4Dcloud Advance) – Phần mềm PIX4D dùng trong xử lý ảnh và chia sẻ trực tuyến</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng xử lý ảnh và chia sẻ trực tuyến PIX4Dcloud là nền tảng xử lý ảnh trực tuyến cho các dự án bay chụp, thành lập bản đồ 2D hoặc mô hình 3D, bao gồm các tính năng cơ bản cần có của một hệ thống xử lý ảnh nhưng được thực hiện hoàn toàn trên nền tảng trực tuyến mà không cần tải về bất kỳ một tệp cài đặt nào, không chiếm dung lượng của thiết bị nhưng vẫn đáp ứng đầy đủ quy trình làm việc từ hiện trường đến phần xử lý.<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dcloud:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud phát triển một hệ thống các công cụ đo lường, ghi chú và chia sẻ dữ liệu, đảm bảo truyền tải đầy đủ mà không ảnh hưởng đến tiến độ làm việc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ tạo lớp phủ để so sánh thiết kế ban đầu với thực trạng của dự án trên nền tảng trực tuyến mà không thông qua bên thứ 3</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp công cụ so sánh hiện trạng địa hình, tình trạng, tiến độ dự án ở các thời điểm khác nhau, giúp người dùng nắm bắt chi tiết tiến độ tại mọi thời điểm, mọi vị trí.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud có khả năng cho ra kết quả làm việc với độ chính xác ở cấp khảo sát dựa trên các thuật toán xử lý được phát triển bởi PIX4D.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng phân tích dữ liệu đơn giản, tối ưu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng được cài đặt các thuật toán để lưu trữ dữ liệu làm việc mọi lúc, thường xuyên cập nhật và ghi lại các thay đổi đối với dự án, nhằm giải quyết các vấn đề phát sinh trong quá trình làm việc một cách hiệu quả.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dcloud được ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý, tính toán khối lượng vật liệu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi tiến độ thi công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng đối tượng độ cao, địa hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. PIX4Dfields – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dfields có khả năng xử lý ảnh để thành lập bản đồ nông nghiệp từ ảnh chụp bằng các thiết bị bay không người lái. Ưu điểm của phần mềm này là có thể sử dụng hình ảnh ở nhiều định dạng (.tiff, .jpeg) hoặc nhiều kiểu dữ liệu khác nhau như lớp dữ liệu thực vật hoặc lớp dữ liệu ranh giới thực địa, v.v. (định dạng GeoJSON, Shapefile, v.v.).<br /> PIX4Dfields nâng cấp quy trình làm việc trong lĩnh vực nông nghiệp bằng tốc độ xử lý cao và các tính năng phân tích hoàn chỉnh mà chưa một phần mềm nào trước đây đáp ứng được.<br /> <br /> <strong>– Tính năng của PIX4Dfields:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập kế hoạch bay chụp: Thiết lập kế hoạch bay chụp theo từng mục đích làm việc, thu thập dữ liệu hiện trường một cách tối ưu nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với ảnh đa phổ và ảnh RGB: PIX4Dfields nhận dữ liệu ảnh RGB tiêu chuẩn hoặc ảnh đa phổ từ bất kỳ nguồn ảnh chụp nào, bao gồm Parrot Sequoia và MicaSense RedEdge.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/09-pix4dfields-co-kha-nang-tuong-thich-voi-anh-da-pho-va-anh-rgb.jpg" style="text-align: center; width: 650px; height: 350px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ xử lý nhanh chóng: Xử lý hình ảnh bằng công cụ xử lý tức thì của PIX4Dfields cho ra kết quả chỉ trong vài phút.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan: Chuyển đổi hình ảnh bay chụp từ UAV thành bản đồ chi tiết, chính xác và có thể ứng dụng được cho nhiều mục đích khác nhau.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động hiệu quả: Tối ưu hóa quy trình làm việc bằng các công cụ được thiết kế dành riêng cho nông nghiệp của PIX4Dfields, như tính toán chỉ số hay các công cụ so sánh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp FMP: Thực hiện liền mạch công việc từ kết quả của PIX4Dfields trong nền tảng quản lý canh tác Farming Management Platform.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm xử lý bản đồ dành cho các ngành chuyên nghiệp, cụ thể là nông nghiệp, được ứng dụng cho nhiều mục tiêu như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi và đánh giá cây trồng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý tưới tiêu và xói mòn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ quy trình bảo vệ và sản xuất cây trồng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ phân bổ sử dụng cho các mục đích chuyên biệt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. PIX4Dreact – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dreact được sử dụng để đáp ứng các nhu cầu thành lập tài liệu hiện trường một cách nhanh chóng và chính xác, cung cấp các khả năng tái lập cũng như cộng tác tại nhiều thời điểm mà vẫn đảm bảo được độ chính xác tối đa.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dreact</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ sử dụng, tương tác: giao diện sử dụng của PIX4Dreact được thiết kế và đóng góp bởi các chuyên gia trong lĩnh vực, liên kết với một quy trình làm việc liền mạch, đầy đủ và trơn tru. Đồng thời, hệ thống của PIX4Dreact cũng đáp ứng được nhu cầu làm việc ngay tại hiện trường với các dòng máy tính tầm trung, không yêu cầu kết nối mạng hoặc nền tảng đám mây để xử lý, chú trọng tăng cường GPU trong thuật toán xử lý để cải thiện tốc độ làm việc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ công cụ hỗ trợ công việc hiệu quả, đầy đủ, nhất quán.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng lập bản đồ 2D nhanh chóng nhưng vẫn đảm bảo độ chính xác cao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/14-pix4dreact-giup-lap-ban-do-2d-nhanh-chong.jpg" style="width: 650px; height: 488px;" /></em></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu làm việc phục vụ cho nhiều mục đích: bản đồ ảnh trực giao 2D, lớp dữ liệu đã được đánh dấu và đo đạc, ảnh chụp màn hình và bản đồ bao quát khu vực, xuất báo cáo PDF.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dreact được phát triển trong nhóm phần mềm xử lý lập bản đồ hiện trường 2D cho các lĩnh vực chuyên biệt, cụ thể là các công tác phản ứng khẩn cấp, PIX4Dreact được sử dụng để quan sát hiện trường tai nạn hoặc các tình huống đặc biệt như: Động đất, lũ lụt, cháy nổ, tìm kiếm cứu nạn, tác chiến, di dời, v.v.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. PIX4Dcatch – Phần mềm PIX4D dùng trong quét 3D</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcatch là một ứng dụng dành cho thiết bị di động, dùng để quét 3D đối tượng, được sử dụng trên cả các thiết bị với hệ điều hành Android và iOS. Ứng dụng PIX4Dcatch cho phép người dùng dễ dàng có được dữ liệu đối tượng phù hợp để số hóa thực tế xung quanh và biến nó thành các mô hình 3D chính xác.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dcatch</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng hoạt động linh hoạt với nhiều tính năng thu thập dữ liệu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tạo ra sản phẩm 3D chất lượng cao nhờ công nghệ quan trắc ảnh tiên tiến.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chụp và số hóa bất kỳ đối tượng vật lý nào ở chế độ 3D: chỉ cần thiết bị được cài đặt ứng dụng và di chuyển xung quanh khu cực cần thu thập dữ liệu là có thể chụp và số hóa.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quét, xuất và chỉnh sửa đối tượng, mục tiêu và dễ dàng chia sẻ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với thiết bị di động để nâng cao khả năng quét 3D với công nghệ RTK và phép quan trắc ảnh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ trên thiết bị di động ở cả hệ điều hành iOS hoặc Android: PIX4Dcatch có sẵn trên iOS (phiên bản 13.4.1) và Android (phiên bản 9), tối ưu hóa cho Apple Ipad Pro và iPhone 12 được trang bị máy quét LiDAR, cung cấp phản hồi trực tiếp và quá tình quét hoàn thành.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– Ứng dụng:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công (lập bản đồ hiện trạng khi thi công, tính toán khối lượng bùn đất…).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ hiện trạng thi công công trình ngầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">An toàn công cộng.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/15-pix4dcatch-co-kha-nang-chup-va-so-hoa-ky-doi-tuong-vat-ly-nao-o-che-do-3d.jpg" style="width: 650px; height: 366px;" /></span></span><br /> <br /> </p> ', 'images' => '20230505142224c6b674f5588228036011778df458d756.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pix4D', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '717', 'name' => 'Leica DISTO Apps', 'code' => null, 'alias' => 'leica-disto-apps', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO Plan hỗ trợ thực hiện nhiệm vụ quan trọng là lập tài liệu và trực quan hóa các phép đo. Bằng cách này, các bước tiếp theo của một dự án được lên kế hoạch dễ dàng.</span></span>', 'content' => '<p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="disto plan app" src="https://shop.leica-geosystems.com/sites/default/files/2019-04/plan-app.jpg" style="height: 311px; width: 280px;" /></span></span></p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(39, 39, 39); letter-spacing: 0.72px; background-color: rgb(239, 239, 239);">Leica DISTO Apps & Software</span></span></span></p> <br /> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO™ Plan mới hỗ trợ việc lập tài liệu và hiển thị các phép đo.</span></span></div> <div> </div> <div> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Phác thảo sơ đồ trên điện thoại thông minh hoặc máy tính bảng và các phép đo tương ứng được gán dễ dàng cho từng bước. Sau đó, ứng dụng sẽ tự động tạo sơ đồ được chia tỷ lệ. Ngoài ra, chức năng Phòng thông minh cải tiến kết hợp với cảm biến mới được tích hợp trong Leica DISTO™ X3 và X4 cho phép tạo sơ đồ chính xác chỉ bằng cách thực hiện các phép đo theo chiều kim đồng hồ hoặc ngược chiều kim đồng hồ của căn phòng.</span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi kết hợp với bộ điều hợp DST 360 hoặc DISTO™ S910, ứng dụng cung cấp chức năng đo 3D, cho phép ghi lại các phép đo ở dạng 2D hoặc 3D.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tất cả các phép đo và sơ đồ tầng có thể được xuất dưới dạng bản vẽ CAD hoặc ở định dạng PDF. Ứng dụng mới hỗ trợ tất cả các thiết bị Leica DISTO™ có chức năng Bluetooth®.</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">* Các thiết bị Leica DISTO™ sau được hỗ trợ:</span></span></strong></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X3</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X4</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D2</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D1</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D110</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7100i</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D510</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7500i</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảm ứng Leica DISTO™ D810</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ S910</span></span><br /> <br /> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** Điều khoản và điều kiện mua hàng trong ứng dụng</span></span></strong></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký và tự động gia hạn hàng tháng hoặc hàng năm ( tùy chọn).</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Việc thanh toán sẽ được tính vào Tài khoản iTunes.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký sẽ tự động gia hạn ( trừ khi bạn tắt tính năng tự động gia hạn trong Cài đặt sau 24 giờ dùng thử)</span></span></div> <div style="text-align: center;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica Disto 2.jpg" style="width: 800px; height: 334px;" /></span></span><br /> </div> <div> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">>>></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Lưu ý</strong></u><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">: Ứng dụng được tải miễn phí trên </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Apple Store</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> hoặc </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Google Store</strong></div> </div> ', 'images' => '202304041635398958b49737689c272e7034cc8d5dfb61.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy đo khoảng cách laser Leica ', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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' $title_for_layout = 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế' $cat = array( 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ) $setting = array( 'id' => '1', 'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt', 'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)', 'address_eng' => '', 'address' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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t,n;s._subiz_init_2094850928430||r[k]&&(t=u.createElement(b),n=u.getElementsByTagName(b)[0],t.async=1,t.src="https://"+r[k]+"/sbz/app.js?accid="+z,n.parentNode.insertBefore(t,n),setTimeout(y,2e3,k+1))})(0))}(window,document,"script","subiz","acqxaefflwedscstabut")</script>', 'theh1' => 'thanhdatsurvey.JSC', 'hanoi' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tphcm' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tt' => '', 'pp' => 'https://www.facebook.com/ruaxetudong.net', 'tphcm_eng' => '', 'hanoi_eng' => '', 'hotline_eng' => '', 'name_eng' => '', 'chinhsach' => null, 'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'gt' => '<p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ) $keywords_for_layout = 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ' $tin_ft = array( (int) 0 => array( 'Post' => array( 'id' => '588', 'name' => 'Hướng dẫn mua hàng', 'code' => null, 'alias' => 'huong-dan-mua-hang', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p> <span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br /> </p> <p> <span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br /> <br /> – Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br /> <br /> <strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br /> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> </div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mong được hợp tác với Quý khách hàng trên cả nước.<br /> <br /> Trân trọng!</span></span></span></div> ', 'images' => '202104071220058398ebc1b9cf669cf602eb8040be387a.jpg', 'images_multi' => '', 'pos' => '1', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Máy trắc địa chính hãng | RTK GNSS, máy toàn đạc, máy thủy bình – Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy RTK GNSS, máy toàn đạc, máy thủy bình, GPS cầm tay chính hãng. Tư vấn kỹ thuật – giao hàng toàn quốc. 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Thanh toán trực tiếp tại cửa hàng<br /> <br /> II. Thanh toán qua hình thức chuyển khoản</span></strong><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br /> <br /> <strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br /> <br /> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);"> <span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br /> <br /> Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p> ', 'images' => '20210407122232bf3e6d52a68ca60f97fc6048b14e4acc.jpg', 'images_multi' => '', 'pos' => '2', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3511', 'slug' => 'chinh-sach-thanh-toan', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '139', 'rght' => '140', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '587', 'name' => 'Chính sách vận chuyển', 'code' => null, 'alias' => 'chinh-sach-van-chuyen', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br /> <br /> Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br /> </div> <div> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br /> <br /> <strong>> Thời gian giao hàng </strong><br /> <br /> - Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br /> <br /> - Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br /> <br /> Trân trọng!</span></span></span></p> </div> ', 'images' => '20210407122135505ddef64809ce7ee5f9db7cfdfd3e2e.jpg', 'images_multi' => '', 'pos' => '3', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3546', 'slug' => 'chinh-sach-van-chuyen', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '141', 'rght' => '142', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '585', 'name' => 'Chính sách đổi trả', 'code' => null, 'alias' => 'chinh-sach-doi-tra', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br /> <br /> Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br /> <ul> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li> </ul> <br /> <div style="text-align: start;"> <span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div> <ul> <li> <span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br /> <br /> <span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>', 'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg', 'images_multi' => '', 'pos' => '4', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3547', 'slug' => 'chinh-sach-doi-tra', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '137', 'rght' => '138', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '583', 'name' => 'Chính sách bảo hành', 'code' => null, 'alias' => 'chinh-sach-bao-hanh', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div> <div> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li> </ul> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div> ', 'images' => '20210407123801c4049edabae0c54e2347c82e21413ec3.jpg', 'images_multi' => '', 'pos' => '5', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3279', 'slug' => 'chinh-sach-bao-hanh', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '133', 'rght' => '134', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '584', 'name' => 'Chính sách bảo mật thông tin', 'code' => null, 'alias' => 'chinh-sach-bao-mat-thong-tin', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span> <ul style="margin: 0px; padding: 0px 0px 0px 15px;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li> </ul> </li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p> <div style="margin: 0px; padding: 0px; line-height: 20px;"> <div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2> <br /> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br /> </div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2> <div style="text-align: justify;"> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br /> </div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div> </div> </div> <p style="text-align: justify;"> <br /> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br /> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2> <p style="text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p> </div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br /> <br /> Trân trọng!</span></span></div> ', 'images' => '202104071236589b665b2accf17da9077cea4c5dad8e94.jpg', 'images_multi' => '', 'pos' => '6', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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array( 'Advertisement' => array( 'id' => '49', 'name' => null, 'link' => '', 'images' => '2021012009122728dc0ef2b70634d0a45511fff4f68db7.jpg', 'display' => '1', 'created' => '2021-01-20', 'modified' => '2021-01-20', 'status' => '1', 'pos' => '0', 'content' => null, 'slug' => null, 'lft' => '51', 'rght' => '52' ) ) $chiasekinhnghiem = array() $list_menu_footer = array() $danhmuc_left_parent_sphot = array( (int) 0 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ) ) $danhmuc_left_parent = array( (int) 0 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ) ) $danhmuc = array( (int) 0 => array( 'Catproduct' => array( 'id' => '1', 'name' => 'Trang chủ', 'slug' => 'trang-chu' ) ), (int) 1 => array( 'Catproduct' => array( 'id' => '3', 'name' => 'Giới thiệu ', 'slug' => 'gioi-thieu' ) ), (int) 2 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ), (int) 3 => array( 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654 999', 'email' => '', 'name1' => '' ) ) ) $content_for_layout = ' <div class="bg-cat-danhmuc"> <div class="cat-title-danhmuc"> <a href="" title=""> <h1>Kiến thức - Ứng dụng</h1> </a> </div> </div> <div class="box-content-detail11"> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/2023071215243291bf87733c85c6054f3187c9027e7ff2.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-07-12</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a 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</div><!--end over-img--> <a href="https://tracdiathanhdat.vn/cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-30</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230613161608bf1441d7309d39dcda6ef0cd7b63dc28.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-13</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230610130103ba655f12a66201f445f6816a87ffe480.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-10</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/202305301610048b836b9276e806fc2f8458b2bc05f8fc.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-30</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/2023052510084176e7dd8aea9bcb2f5c43cb9a723c15c3.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-25</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230508111131dc7a2c77b3d50d2023aaee921bc3a899.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-08</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230505142224c6b674f5588228036011778df458d756.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-05</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/leica-disto-apps.htm" title=""> <img class="image" 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View 10/191. </div> <div class="clear-main"></div> ' $scripts_for_layout = '' $count = (int) 0 $price = (int) 0 $sl = (int) 0 $cap1 = array( 'Catproduct' => array( 'id' => '5', 'name' => 'Phần mềm - HDSD ', 'slug' => 'phan-mem-hdsd' ) ) $dm_c2 = array() $cap2 = array( 'Catproduct' => array( 'id' => '47', 'name' => 'Sản phẩm khác', 'parent_id' => '2', 'alias' => 'san-pham-khac', 'images' => '2024010816004972262bc63fc2344d41a2a0d35c8176a7.png', 'lft' => '28', 'rght' => '29', 'pos' => '14', 'status' => '1', 'title_seo' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..', 'meta_key' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..', 'meta_des' => 'Chuyên cung cấp địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,.. Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2016-01-25', 'modified' => '2024-01-08', 'slug' => 'san-pham-khac', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) $dm_c3 = array()include - APP/View/Elements/menu.ctp, line 56 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::sanpham() - APP/Controller/ProductController.php, line 285 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161 [main] - APP/webroot/index.php, line 92
Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]Code Context<div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>><?php echo $cap1['Catproduct']['name'.LANGUAGE];?>$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp' $dataForView = array( 'listnews' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'description_for_layout' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'title_for_layout' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'cat' => array( 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), 'setting' => array( 'id' => '1', 'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt', 'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)', 'address_eng' => '', 'address' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ), 'keywords_for_layout' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng 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View 10/191. </div> <div class="clear-main"></div> ', 'scripts_for_layout' => '' ) $listnews = array( (int) 0 => array( 'Post' => array( 'id' => '726', 'name' => 'Máy toàn đạc điện tử Leica - Hỏi và Đáp', 'code' => null, 'alias' => 'may-toan-dac-dien-tu-leica-hoi-va-dap', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Leica Geosystems <span style="text-align: justify;">cung cấp nhiều dòng </span><span style="box-sizing: border-box; text-align: justify;">máy toàn đạc điện tử</span><span style="text-align: justify;"> phù hợp với các yêu cầu khác nhau của người dùng. Cùng tìm hiểu!</span></span></span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Một số câu hỏi thường gặp về máy toàn đạc điện tử Leica</strong></span></span><br /> </h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy toàn đạc Leica có thể được sử dụng cho việc đo đạc trong môi trường nước không?</strong><br /> <br /> Máy toàn đạc Leica không thích hợp cho việc đo đạc trong môi trường trong nước vì nước có thể ảnh hưởng đến hiệu suất và độ bền của máy. Trong trường hợp cần đo đạc trong môi trường nước, hãy xem xét sử dụng các thiết bị chống nước hoặc các phương pháp đo đạc khác.<br /> <br /> <strong>2. Làm thế nào để kiểm tra độ chính xác của máy toàn đạc Leica?</strong><br /> <br /> Để kiểm tra độ chính xác của máy toàn đạc Leica, bạn có thể thực hiện việc đo đạc lại các điểm đã biết trước đó và so sánh kết quả. Ngoài ra, kiểm tra và calibrate máy toàn đạc định kỳ là cách tốt nhất để đảm bảo độ chính xác của máy.<br /> <br /> <strong>3. Máy toàn đạc Leica có thể đo đạc trong thời tiết khắc nghiệt mưa gió, bão lớn không?</strong><br /> <br /> Máy Leica được thiết kế để hoạt động trong các điều kiện thời tiết bình thường. Tuy nhiên, trong các điều kiện thời tiết khắc nghiệt như mưa, tuyết, hoặc gió mạnh, việc đo đạc có thể gặp khó khăn và dễ bị ảnh hưởng.<br /> Trắc địa Thành Đạt khuyến nghị tránh sử dụng máy trong những điều kiện này để đảm bảo an toàn và độ chính xác của kết quả đo đạc.<br /> <br /> <strong>4. Cần bao lâu để sử dụng thành thạo máy toàn đạc Leica?</strong><br /> <br /> Thời gian học và trở thành người sử dụng thành thạo máy Leica phụ thuộc vào trình độ và kinh nghiệm của mỗi người. Thông thường việc học cách sử dụng máy Leica có thể mất từ vài tuần để làm quen với các tính năng và kỹ thuật sử dụng cho thành thạo.<br /> <br /> <strong>5. Máy toàn đạc Leica có tích hợp GPS không?</strong><br /> <br /> Có. Nhiều mẫu máy toàn đạc Leica hiện nay được trang bị tính năng tích hợp GPS, cho phép đo đạc tọa độ địa lý và định vị với độ chính xác cao.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">II. Một số dòng máy toàn đạc điện tử Leica hiện có</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems tạo ra các giải pháp hoàn chỉnh cho các chuyên gia trên khắp thế giới.</span></span> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, Leica cung cấp nhiều dòng máy toàn đạc điện tử phù hợp với các yêu cầu khác nhau của người dùng. Cụ thể: </span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica FlexLine</strong>: Loạt máy toàn đạc linh hoạt, dễ sử dụng, chuyên nghiệp, và có khả năng kết nối GPS.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-FlexLine-Series-Content-Teaser-Image-1680x885(1).jpg" style="width: 800px; height: 380px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Viva</strong>: Dòng máy toàn đạc tích hợp với công nghệ thuộc GPS/GNSS, cho phép đo đạc và định vị tốt trên một loạt ứng dụng.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Viva_CS15_CS10_field_controller_2480x750.jpg" style="width: 800px; height: 242px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Nova</strong>: Thiết bị đo đạc đa năng với tích hợp GPS, công nghệ xác định tọa độ cao cấp và khả năng làm việc trong môi trường khắc nghiệt nhất.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/estacion-total-auscultacion-leica-nova-tm60-permanente.jpg" style="width: 800px; height: 534px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica iCON</strong>: Dòng máy toàn đạc dành riêng cho ngành xây dựng, với tính năng linh hoạt và công nghệ tiên tiến.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/leica-icon-gps-60.jpg" style="width: 800px; height: 568px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">III. Đơn vị cung cấp máy toàn đạc điện tử Leica UY TÍN</span></span></h2> <br /> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy toàn đạc điện tử của hãng Leica Geosystems, Thụy Sĩ. UY TÍN - CHẤT LƯỢNG!</span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: <strong>0913051734 (call/imesage/zalo)</strong><br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span><br /> </p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: center;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><img alt="" src="/admin/webroot/upload/image/images/Máy toàn đạc diện tử (665 × 295 px) (2).png" style="width: 665px; height: 295px;" /></span></span></p> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> </p> ', 'images' => '2023071215243291bf87733c85c6054f3187c9027e7ff2.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'máy toàn đạc Leica', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-07-12', 'modified' => '2026-04-13', 'status' => '1', 'view' => '13874', 'slug' => 'may-toan-dac-dien-tu-leica-hoi-va-dap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '371', 'rght' => '372', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '725', 'name' => 'Một số lỗi thường gặp khi sử dụng máy thủy bình điện tử', 'code' => null, 'alias' => 'mot-so-loi-thuong-gap-khi-su-dung-may-thuy-binh-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">Máy thủy bình</span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-align: justify;"> </span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">điện tử</span><span style="text-align: justify; background-color: rgb(239, 240, 243);"> dễ sử dụng nhiều tính năng, hiệu quả nhanh, tiết kiệm thời gian và chi phí thực hiện. có độ chính xác cao, thuận tiện sử dụng, được sử dụng nhiều cho các dự án công trình xây dựng hiện nay.</span></span></span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy không lên nguồn</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử thường hoạt động kèm với pin, do đó sẽ có một số trường hợp người dùng lắp pin vào nhưng khi bật nguồn máy lại không lên.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin hết năng lượng hoặc pin hư, không còn khả năng cung cấp năng lượng cho thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiếp xúc giữa pin và máy chưa tốt, chưa đủ cọ xát để năng lượng từ pin truyền qua thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board nguồn của máy thủy bình bị hư, không thể nhận tín hiệu năng lượng từ pin.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra dung lượng pin và sạc pin nếu cần thiết. Mỗi bộ thiết bị thủy bình điện tử chính hãng khi được bán ra đều kèm pin và bộ sạc, bạn có thể dùng bộ sạc để kiểm tra xem mức pin còn bao nhiêu, nếu pin hết năng lượng hãy sạc đầy và lắp lại pin vào máy thủy bình, bật nguồn và kiểm tra lại.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra bộ phận tiếp xúc giữa pin và máy có được đảm bảo hay không, tiến hành tháo lắp pin 2 – 3 lần và bật nguồn để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, sửa chữa hoặc thay thế Board nguồn. Khi đã thử hai cách trên nhưng máy thủy bình điện tử vẫn không lên nguồn, bạn hãy tìm đến một đơn vị sửa chữa máy thủy bình uy tín để các chuyên viên kỹ thuật kiểm tra Board nguồn, sửa chữa hoặc thay thế nếu cần thiết.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Máy bị hỏng màn hình</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với máy thủy bình tự động, máy thủy bình điện tử hoạt động kèm với 1 màn hình để hiển thị dữ liệu. Máy bị hỏng màn hình dẫn đến việc thao tác bị gián đoạn.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm màn hình bị hư, đứt nét.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị đen LCD làm ảnh hưởng đến hiển thị của màn hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board màn hình bị hư.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục: Bạn không nên tự ý tháo màn hình vì rất dễ làm hư hỏng linh kiện của thiết bị mà nên liên hệ với đơn vị uy tín để được tư vấn thay thế màn hình mới.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (Quảng cáo trên Facebook) (5).png" style="width: 680px; height: 356px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Máy bị lệch bọt thủy</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bọt thủy là bộ phận giúp cân bằng máy thủy bình điện tử. Khi bọt thủy nằm trong vòng tròn hiệu chuẩn ở mọi góc xoay có nghĩa là máy đã ở trạng thái cân bằng tối ưu, có thể sử dụng để đo đạc, thu thập dữ liệu. Bọt thủy của máy thủy bình điện tử bị lệch là trường hợp khi đã cân bọt thủy ở góc máy này, nhưng khi xoay sang góc máy khác thì bọt thủy lại bị lệch khỏi tâm.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm suy giảm các chức năng của máy, dẫn đến bọt thủy không còn khả năng cân bằng chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình vận chuyển làm máy bị va đập, rơi rớt, làm ảnh hưởng tới các linh kiện trong máy, dẫn đến sai lệch.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và hiệu chuẩn lại bọt thủy của máy thủy bình điện tử. </span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Máy bị sai cao độ góc i</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai cao độ góc i ở máy thủy bình điện tử nguyên nhân cũng tương tự như khi máy bị lệch bọt thủy.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy đã sử dụng lâu ngày, trong quá trình sử dụng và vận chuyển dẫn đến máy bị sai lệch.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy bị va đập, rơi rớt làm ảnh hưởng đến chức năng đo cao độ góc i của máy.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân chỉnh, hiệu chuẩn lại chức năng đo cao độ góc i của máy.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li> </ul> <h2 style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Giới-Thiệu-Máy-Thủy-Bình-Diện-Tử-Leica-Sprinter-250M-01.png" style="width: 620px; height: 334px;" /></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Máy không nhìn rõ mục tiêu</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử có hai bộ phận chính: Bộ phận ngắm và bộ phận cân bằng máy. Khi máy không nhìn rõ mục tiêu, nguyên nhân chủ yếu đến từ bộ phận ngắm (ống kính, thị kính, vật kính và ốc điều quang).<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thị kính của máy thủy bình bị dơ, mờ, bị trầy dẫn đến việc nhìn không rõ, hoặc bị vệt trên tầm nhìn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống tiêu cự của máy bị lỗi, máy không thể điều quang dẫn đến nhìn mục tiêu không rõ.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vệ sinh lại thị kính, vật kính và hệ thống ống ngắm cẩn thận, đảm bảo bộ phận ngắm sạch sẽ, sau đó kiểm tra lại tầm nhìn của máy. Nếu thị kính hoặc vật kính bị vỡ cần tiến hành thay thế mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra lại hệ thống tiêu cự của máy thủy bình điện tử, nếu bị lỗi cần tiến hành sửa chữa.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Máy không nhận mia</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm khác biệt lớn nhất giữa máy thủy bình tự động và máy thủy bình điện tử là chức năng thu thập dữ liệu. Nếu với máy thủy bình tự động, người dùng phải tự ngắm mia và ghi lại dữ liệu thì máy thủy bình điện tử có thể tự thực hiện chức năng này. Khi máy thủy bình nhận hình ảnh từ mia, máy sẽ tự ghi lại số và lưu lại trong máy, giảm thời gian và khả năng sai sót do ghi số thủ công. Tuy nhiên, trong quá trình sử dụng, có một số trường hợp máy thủy bình điện tử không nhận mia, khiến việc đo đạc gặp khó khăn.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đo có ánh sáng quá cao, hệ thống ống ngắm không thể nhìn rõ các vạch trên mia.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mã vạch trên mia bị mờ do quá trình sử dụng lâu ngày hoặc do sử dụng các loại mia không chính hãng, chất lượng sản phẩm không đảm bảo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ đo cạnh của máy thủy bình điện tử bị lỗi, dẫn đến máy không thể nhận tín hiệu từ mia.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm giảm độ sáng tại vị trí đo, đảm bảo ánh sáng vừa đủ, không bị lóe sáng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra mã vạch trên mia, nếu vạch bị mờ cần tiến hành thay thế mia mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và sửa chữa lại bộ đo cạnh của máy thủy bình điện tử.</span></span></li> </ul> <h2 style="text-align: center;"> <span style="display: none;"> </span><span style="display: none;"> </span><img alt="" src="/admin/webroot/upload/image/images/White Minimalist Phone Sale Facebook Ad (26).png" style="width: 680px; height: 356px;" /><span style="display: none;"> </span><span style="display: none;"> </span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Máy bị hỏng bộ vi động, ốc cân bằng máy cong, đế máy bị vỡ</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử bị hỏng bộ vi động, ốc máy cân bằng bị cong hay đế máy bị vỡ nguyên nhân thường do tác động của ngoại lực từ bên ngoài như: Máy bị rơi rớt, va đập trong quá trình sử dụng, vận chuyển…<br /> <br /> >>> Cách khắc phục: Thay thế các linh kiện mới cho máy. </span></span><br /> <br /> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">8. Địa chỉ cung cấp, sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;"> </span></span></span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p> <br /> <ul> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cung cấp dịch vụ với giá cả phải chăng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Giải quyết triệt để lỗi cho khách hàng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Đưa ra giải pháp cho khách hàng để đảm bảo tiến độ công việc.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Hỗ trợ kỹ thuật 24/7 cho khách hàng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cam kết thay thế hàng chính hãng, đúng báo giá.</span></span></span></li> </ul> <br style="margin: 0px; padding: 0px;" /> <div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">Máy thủy bình giá tốt nhất thị trường!</span></a></span></strong></span></span></div> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" /> <span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span><br /> <br /> <br /> <span style="display: none;"> </span><span style="display: none;"> </span><span style="display: none;"> </span></p> <p style="text-align: center;"> </p> ', 'images' => '20230704143801c5eb0d3742fb8b6ad56547ffad0ba043.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình điện tử', 'meta_key' => 'Máy thủy bình, maythuybinh, may thuy binh, máy thủy chuẩn, máy thủy bình giá rẻ, máy thủy bình tốt', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-07-04', 'modified' => '2026-04-13', 'status' => '1', 'view' => '14414', 'slug' => 'mot-so-loi-thuong-gap-khi-su-dung-may-thuy-binh-dien-tu', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '369', 'rght' => '370', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '724', 'name' => 'Cho thuê máy toàn đạc Leica, Nikon, Topcon, Sokkia - UY TÍN, CHẤT LƯỢNG, GIÁ RẺ!', 'code' => null, 'alias' => 'cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">A. Ưu điểm của việc thuê máy toàn đạc</span></span></span><br /> </h2> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span></span><br /> </p> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiết kiệm chi phí</strong>: Thay vì phải đầu tư một khoản lớn để sở hữu thiết bị bạn chỉ phải trả một khoản phí thuê hợp lý. Điều này giúp giảm bớt áp lực tài chính và tối ưu hóa nguồn lực cho các công trình xây dựng khác.</span></span></span></li> </ul> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Được trang bị các thiết bị hiện đại</strong>: Công nghệ liên tục thay đổi phát triển và máy toàn đạc điện tử ngày càng được cải tiến mới với nhiều tính năng thông minh. Khi thuê máy toàn đạc, bạn sẽ được trang bị những thiết bị công nghệ mới nhất và hàng chất lượng cao. Điều này giúp tăng khả năng làm việc hiệu quả và chính xác hơn.</span></span></span></li> </ul> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ kỹ thuật chuyên nghiệp:</strong> Thông qua việc thuê máy toàn đạc từ ở công ty trắc địa cung cấp uy tín, bạn sẽ được hỗ trợ kỹ thuật từ những chuyên gia kỹ sư trắc địa có kinh nghiệm trong lĩnh vực này. Họ có thể cung cấp hướng dẫn sử dụng, tư vấn về các tính năng của máy và giải đáp những câu hỏi liên quan. Điều này giúp đảm bảo rằng bạn sử dụng máy toàn đạc một cách hiệu quả và đạt được mục tiêu đo đạc của bạn.</span></span></span></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/262902911_4599318893479992_869197789067446392_n.jpg" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 620px; height: 496px;" /></p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B. Ứng dụng của máy toàn đạc</span></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng và kiến trúc</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với khả năng đo đạc chính xác và nhanh chóng, máy toàn đạc giúp xác định vị trí và kích thước của các công trình xây dựng. Nó cung cấp thông tin quan trọng để thiết kế và triển khai các bản vẽ kỹ thuật.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chất và môi trường</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực địa chất và môi trường, máy toàn đạc được sử dụng để thăm dò và điều tra các đặc điểm địa hình, đo lường khoảng cách và góc độ. Máy toàn đạc cho phép các nhà khoa học và kỹ sư thu thập dữ liệu chính xác để nghiên cứu địa chất và môi trường, đo đạc sự biến đổi đất đai, xác định vị trí các tầng đất, hay theo dõi môi trường tự nhiên.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đường hầm và cầu đường</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các dự án đường hầm và cầu đường quan trọng máy toàn đạc có khả năng làm việc trong môi trường khó khăn như dưới lòng đất hay trên mặt nước. Chúng được sử dụng để đo lường và kiểm tra độ chính xác của các công trình này, bao gồm việc xác định độ cao, kích thước và hình dạng.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khai thác mỏ và dự án năng lượng</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong ngành khai thác mỏ và dự án năng lượng, máy toàn đạc cung cấp những giải pháp đo đạc hiệu quả. Máy có thể được sử dụng để xác định vị trí và hướng di chuyển của các đường ống, cáp điện, hay các thiết bị liên quan đến khai thác tài nguyên. Nó cũng giúp trong việc đo lường diện tích và thể tích của các khu vực khai thác.</span></span><br /> </p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C. Lợi ích khi thuê máy toàn đạc tại Trắc địa Thành Đạt</span></span></span></h2> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Chi phí thuê máy đo đạc hợp lý, phù hợp với mọi đối tượng khách hàng.</span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Sản phẩm cho thuê là chính hãng. Các thiết bị được hiệu chuẩn và kiểm nghiệm trước khi cho thuê.</span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Tiết kiệm thời gian và chi phí bảo quản thiết bị (do được Trắc địa Thành Đạt hỗ trợ và đồng hành).</span></span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Được hướng dẫn sử dụng thiết bị miễn phí và được hỗ trợ kỹ thuật trong suốt quá trình đo đạc.</span></span></span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Có nhiều lựa chọn về model máy, số lượng, hãng sản xuất phù hợp nhằm đáp ứng yêu cầu từng công việc và quy mô dự án khác nhau.</span></span></span></span></span></span></span></li> </ul> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Banner cho thuê(1).png" style="width: 620px; height: 480px;" /></p> ', 'images' => '202306301101391234188fcd92b5895e1b963955b27a3f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'cho thuê máy toàn đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '723', 'name' => 'Sai số góc i ở máy thủy bình tự động - cách kiểm tra và khắc phục ', 'code' => null, 'alias' => 'sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình di chuyển, vận hành sử dụng máy thuỷ bình không thể tránh khỏi những va chạm gây ảnh hưởng tới độ chính xác của máy. Khi đó kết quả công việc sẽ không còn đảm bảo độ chính xác, bạn cần phải kiểm tra hiệu chỉnh lại thiết bị của mình. Một trong những sai số chính gây sai lệch kết quả trên máy thuỷ bình chính là sai số góc i. </span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Sai số góc i là gì</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sai số góc i</span> là độ lệch của các tia ngắm nằm ngang ở trên máy thủy bình so với mặt nước biển phẳng lặng. Khi máy thuỷ bình tồn tại sai số góc i sẽ dẫn đến các kết quả đo cao độ không còn chính xác. Khi khoảng các đọc từ máy thủy bình đến mia càng xa thì kết quả sẽ chịu ảnh hưởng của sai số góc i càng lớn.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính vì sự ảnh hưởng rất lớn của sai số góc i tới kết quả đo nên <span style="box-sizing: border-box;">trước khi bắt đầu triển khai dự án cần có công tác kiểm tra sai số góc i</span> để đảm bảo độ chính xác của kết quả đo.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu trong quá trình kiểm tra thấy sai số lớn, vượt quá giới hạn cho phép trong tiêu chuẩn. Lúc này thiết bị của bạn cần được mang đến các trung tâm <span style="box-sizing: border-box; touch-action: manipulation;">kiểm định hiệu chỉnh lại máy thủy bình</span>, nhằm tránh ảnh hưởng của các nguồn sai số đến kết quả đo.</span></span></span></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm nghiệm sai số góc i máy thủy bình là kiểm tra độ lệch của tia ngắm nằm ngang, kiểm tra để có phương án hiệu chuẩn, hạn chế sai sót trong phép đo cao độ. Cách kiểm tra sai số góc i ngoài thực địa là dùng phương pháp đo khép trạm giữa hai mốc cố định A và B.</span></span></span><br /> <br /> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/may-thuy-binh-dung-de-lam-gi.jpg" style="width: 547px; height: 500px;" /></span></span></span></p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách kiểm tra sai số góc i</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 1:</strong> Dùng 2 thước vạch đặt tại 2 điểm A và B cách nhau một khoảng Δ = 60 m. Máy sẽ được đặt tại vị trí Δ/2 giữa 2 điểm A và B như hình sau:</span></span><br /> </p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify; box-sizing: border-box;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm).png" style="width: 800px; height: 258px;" /></span></span></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 2:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Sau khi máy được đặt đúng vị trí như hình, tiến hành đọc số trên thước A (hA).</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 3:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Quay máy 180° và đọc số trên thước B (hB). Kết quả sẽ thu được hiệu giữa 2 số đọc là: Δh1 = hA – hB.</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 4:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Di chuyển máy và đặt máy tại vị trí cách 1 khoảng là Δ1 so với vị trí thước đặt tại điểm A. Xem minh họa như trên hình sau:</span></span></span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm) (2)(1).png" style="width: 800px; height: 258px;" /></span></span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><strong style="text-align: justify;">Lưu ý:</strong><span style="text-align: justify;"> Δ1 không bé hơn khoảng cách tối thiểu mà máy thủy bình cần kiểm tra có thể đo được.</span></em><br style="text-align: justify;" /> <br /> <strong style="text-align: justify;">Bước 5:</strong><span style="text-align: justify;"> Khi đã đặt máy chính xác, ta sẽ đọc số đọc số trên thước A (hA’).</span><br style="text-align: justify;" /> <strong style="text-align: justify;">Bước 6:</strong><span style="text-align: justify;"> Tiếp tục quay máy 180° đọc số trên thước B (hB’). Cuối cùng xác định được hiệu giữa 2 số đọc là: Δh2 = hA’ – hB’.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 7:</strong> Xác định sai số góc i của máy thủy bình</span></span></p> <ul style="box-sizing: border-box; list-style-position: initial; list-style-image: initial; margin-top: 0px; padding: 0px; margin-bottom: 1.3em; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 1: Nếu (Δh1-Δh2) ≤ 3mm góc i của máy đạt tiêu chuẩn có thể tiếp tục các thao tác đo đạc với máy thủy bình</span></span></span></li> <li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 2: Nếu (Δh1-Δh2) >3mm máy thuỷ bình cần được kiểm tra và hiệu chỉnh để loại bỏ sai số này, nhằm tránh ảnh hưởng tới kết quả đo.</span></span></span></li> </ul> <h2 id="b-dia-chi-cung-cap-may-toan-dac-cu-uy-tin-tai-ha-noi " style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">3. Nguyên nhân và cách khắc phục, xử lý sai số góc i máy thủy bình</strong></span></span></span></span></span></h2> <br /> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <em><strong><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Nguyên nhân: </span></span></span></strong></em><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Do đặc thù công tác đo đạc là đo thực tế, môi trường ngoại cảnh, vì vậy khó tránh khỏi được các tác động bên ngoài như:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động vật lý, va chạm với các vật thể khác trong quá trình di chuyển.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trường hợp rơi rớt không mong muốn.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết bị sử dụng thời gian dài không được kiểm định, kiểm tra định kỳ...</span></span></span></li> </ul> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động này chính là nguyên nhân dẫn đến lỗi sai cao độ góc i của máy thủy bình và các lỗi khác như:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình bị lệch bọt thủy, làm cho cao độ của máy bị sai.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc tự cân bằng của máy thủy bình bị lỗi, hoạt động không chính xác, dây chữ thập hồi về không đúng khiến máy bị sai.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mia bị nghiêng dẫn đến kết quả đo bị đọc sai.</span></span></span></li> </ul> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa phần các nguyên nhân trên đều có thể khắc phục và xử lý khi được phát hiện kịp thời.</span></span></span></p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <strong><em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Cách khắc phục, xử lý lỗi sai cao độ góc i máy thủy bình</span></span></span></em></strong></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế các tác động vật lý trong quá trình sử dụng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cẩn thận trong quá trình di chuyển thực địa, tránh để thiết bị rơi rớt.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến hành kiểm định, hiệu chuẩn lại sai số góc i theo định kỳ.</span></span></span></li> </ul> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">4. Địa chỉ sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span></span></span></span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p> <br /> <ul> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color:#000000;"><span style="margin: 0px; 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padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" /> <span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span></p> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Banner (6)(1).png" style="width: 800px; height: 419px;" /></p> ', 'images' => '20230613161608bf1441d7309d39dcda6ef0cd7b63dc28.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình', 'meta_key' => 'Máy thủy bình, maythuybinh, may thuy binh, máy thủy chuẩn, máy thủy bình giá rẻ, máy thủy bình tốt', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-06-13', 'modified' => '2026-04-13', 'status' => '1', 'view' => '21331', 'slug' => 'sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '365', 'rght' => '366', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '722', 'name' => 'Tìm hiểu về máy định vị GNSS RTK của hãng Geomate', 'code' => null, 'alias' => 'tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="line-height: 107%; color: rgb(51, 62, 72); background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">GEOMATE</span></strong><span style="line-height: 107%; color: rgb(51, 62, 72); background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> là thương hiệu đến từ Singapore, được thành lập vào năm 2018. </span><strong style="box-sizing: border-box"><i>GeoMate Positioning</i></strong> cung cấp các hệ thống và giải pháp khảo sát trên mặt đất, hàng hải và trên không cao cấp cho khách hàng trên toàn thế giới. </span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="color:#000000;"><strong>I. Tìm hiểu về hãng Geomate - Singapore và các dòng máy RTK của hãng</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="color:#b22222;"><strong>GEOMATE</strong></span> là thương hiệu đến từ Singapore, được thành lập vào năm 2018. <span style="color:#b22222;"><strong>GeoMate Positioning</strong></span> cung cấp các hệ thống và giải pháp khảo sát trên mặt đất, hàng hải và trên không cao cấp cho khách hàng trên toàn thế giới. Với nhiều kinh nhiệm trong ứng dụng địa lý học, nhóm phát triển các giải pháp khảo sát đáp ứng đầy đủ mong đợi của khách hàng về hoạt động hiệu quả nhất trong lĩnh vực trắc địa. Với việc xây dựng nhà máy tại Singapore Geomate <strong>đảm bảo rằng các sản phẩm của hãng luôn đạt được các tiêu chuẩn chất lượng cao nhất</strong>. Các giao thức và giải pháp của GeoMate cực kỳ đáng tin cậy và là sự lựa chọn hoàn hảo của khách hàng trên toàn thế giới.</span><br /> <br /> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;">Máy định vị GNSS RTK của Geomate được sử dụng trong: khảo sát trắc đạc, nghiên cứu địa lý, khảo sát địa chất, nông nghiệp, hàng không… . Cụ thể: </span></p> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Khảo sát thành lập lưới khống chế tọa độ với sai số cực thấp.</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Đo vị trí chi tiết, phục vụ công tác lập bản đồ, nghiên cứu địa hình, địa chính…</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Bố trí điểm trên mặt đất cho chuyển điểm, thiết kế thực địa.</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Tính diện tích, giao hội, bố trí đường cong diện tích.</span></li> </ul> <div align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Ba dòng máy của hãng Geomate là SG5, SG7 và SG9 <span style="color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif;">có khả năng cho kết quả đo đạc với độ chính xác cực kỳ cao. Các máy đều được tối ưu, cải tiến để đo đạc ở những khu vực có điều kiện khó khăn. </span></span></div> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Hiệu suất RTK của 3 dòng SG5, SG7, SG9 đều tốt hơn khi tiến hành khảo sát tại các vị trí khó. Những nơi như dưới tán cây, gần tòa nhà cao,… đều có độ chính xác và độ tin cậy vượt trội.</span></li> <li> <span style="font-size:14px;">Tích hợp thêm bộ lọc tín hiệu mới. Tính năng này giúp lọc các tín hiệu từ các vệ tinh bất chấp chất lượng tín hiệu kém hay nhiễu sóng ở trong khu vực đông dân cư.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li> <span style="font-size:14px;">Thu nhận và sắp xếp các tín hiệu linh hoạt. Cả 3 thiết bị đều có khả năng tích hợp và kết hợp các tín hiệu từ các hệ thống vệ tinh, trạm CORS hãy các trạm thu tín hiệu mặt đất khác. Khả năng này hoàn toàn tối ưu độ chính xác ngay tại vị trí đo.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li> <span style="font-size:14px;">3 dòng máy RTK Geomate mới này đều có khả năng bắt được nhiều vệ tinh hơn và tín hiệu hơn. Do có hiệu suất RTK và khả năng thu kênh đều từ 600 kênh trở lên.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> </div> </div> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;">II. So sánh 3 dòng máy RTK của hãng Geomate</span></h2> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <br /> <span style="font-size:14px;"><iframe allow="fullscreen" allowfullscreen="allowfullscreen" loading="lazy" src="https://www.canva.com/design/DAFlZbTVW_c/view?embed" style="position: relative; width: 100%; height: 600px; max-height: 80vh; border: none; padding: 0; margin: 0; overflow: hidden;"></iframe></span></p> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III. Đơn vị cung cấp máy RTK UY TÍN</span></span></h2> <br /> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: Hi - Target, E-survey, eFix, Foif, Geomate,.... tại Việt Nam. </span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> </p> <p style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Gray Fashion Shop Online Instagram Story (665 × 295 px) (10).png" style="width: 665px; height: 295px;" /></p> ', 'images' => '20230610130103ba655f12a66201f445f6816a87ffe480.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-06-10', 'modified' => '2026-04-13', 'status' => '1', 'view' => '16595', 'slug' => 'tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '363', 'rght' => '364', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '720', 'name' => 'Sai số trong đo đạc và cách khắc phục', 'code' => null, 'alias' => 'sai-so-trong-do-dac-va-cach-khac-phuc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là không thể tránh khỏi. Tuy nhiên, để việc đo đạc đạt hiệu quả, người thực hiện cần hiểu nguyên nhân để áp dụng phương pháp hạn chế phù hợp nhất.</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sai số trong đo đạc là gì?</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là khoảng giá trị chênh lệch giữa những lần đo hoặc giá trị tính được so với giá trị thực tế hay giá trị chính xác của một đại lượng nào đó. Hoặc có thể hiểu đơn giản, sai số trong đo đạc là giá trị chênh lệch giữa giá trị đo với giá trị thực tế theo một xác suất nhất định.<br /> <br /> Trong quá trình đo đạc, việc thực hiện đo nhiều lần cùng một đại lượng sẽ mang lại những giá trị đo giữa các lần đo không giống nhau. Điều đó cho thấy rằng giữa các kết quả đo luôn có sai số, đồng thời giá trị đo được chỉ mang tính tương đối, gần đúng.<br /> <br /> Sai số thực được ký hiệu là ∆i và sai số gần đúng được ký hiệu là Vi. Các sai số này được tính theo công thức:<br /> <br /> <strong>∆i = X – Li<br /> Vi = x – Li</strong><br /> <br /> Với:</span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X là giá trị thực</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">x là giá trị gần đúng nhất (trị xác suất)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li là giá trị đo lần thứ i.</span></span></em></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bởi vì điều kiện đo giữa các lần đo là khác nhau, thế nên sẽ dẫn đến ∆i và Vi giữa các lần đo cũng khác nhau.<br /> <br /> Sai số trong đo đạc phát sinh từ nhiều nguồn khác nhau, dựa vào các nguồn đó để phân loại sai số và từ đó có cách giảm thiểu tương ứng.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Anwendung1-Bosch-GIM-60-Digitaler-Neigungsmesser.jpg" style="width: 620px; height: 414px;" /></span></span></p> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Phân loại sai số trong đo đạc</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa vào nguồn gốc gây ra sai số, có 3 loại sai số trong đo đạc:</span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Sai số sai lầm </strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này được phát sinh từ sự thiếu cẩn thận trong quá trình đo, chẳng hạn như đo sai, tính sai hoặc có thể là ghi sai. Khi đo lặp lại ít nhất 1 lần, người đo sẽ có thể phát hiện được sai số này.<br /> Trong quá trình đo đạc, thông thường sẽ gặp một số trường hợp có xuất hiện sai số rất lớn của giá trị tuyệt đối mà lẽ ra sẽ không mắc phải với điều kiện đó, những sai số đó chính là sai số sai lầm.<br /> <br /> <em><strong>Ví dụ:</strong> Một ngôi nhà cho giá trị chiều dài là 50 mét, nhưng khi đo lại cho kết quả là 52 mét, thì 2 mét chính là giá trị sai số sai lầm.</em></span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Sai số hệ thống</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này phát sinh do dụng cụ đo chưa được hoàn chỉnh, do tật của người đo, hoặc có thể phát sinh do sự thay đổi của điều kiện ngoại cảnh. Sai số hệ thống có giá trị và dấu không đổi và xuất hiện lặp đi, lặp lại giữa các lần đo.<br /> <br /> <em><strong>Ví dụ</strong>: Khi đo một đoạn thẳng bằng thước dài 20 mét, nhưng trên thực tế, chiều dài lúc đó của thước đang là 20.001 mét. Vì vậy, mỗi lần sử dụng thước để đo, kết quả sẽ có độ lớn sai số là 1 milimet, đây được gọi là sai số hệ thống.</em></span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Sai số ngẫu nhiên</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này sinh ra từ kết quả của sự tác động qua lại giữa nhiều nguồn sai số khác nhau, cũng như do sự biến đổi không ngừng của điều kiện đo đạc. Sai số ngẫu nhiên có dấu và giá trị không thể xác định cụ thể trước, có thể lớn, bé, âm dương,…<br /> <br /> <strong>Sai số ngẫu nhiên có một số tính chất như:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính giới hạn: Khi đo đạc trong một điều kiện xác định, sai số ngẫu nhiên không vượt giới hạn nhất định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tập trung: Giá trị tuyệt đối của sai số ngẫu nhiên càng nhỏ, số lần xuất hiện của sai số càng nhiều.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính đối xứng: Những sai số ngẫu nhiên có giá trị tuyệt đối bằng nhau, nhưng trái dấu với nhau thì có số lần xuất hiện ngang nhau.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính bù trừ: Trung bình cộng giữa các sai số ngẫu nhiên sẽ dần tiến về giá trị “0” khi số lần đo tăng lên vô hạn.</span></span></li> </ul> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ví dụ:</strong> Một thước đo có độ chia nhỏ nhất đến đơn vị milimet thì sai số khi đọc thước ở phần ước lượng có giá trị nhỏ hơn milimet được gọi là sai số ngẫu nhiên.</span></span></em> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách khắc phục sai số trong đo đạc</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối với từng loại sai số khác nhau, sẽ có các phương pháp để hạn chế sai số phù hợp. Cụ thể:</span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.1 Đối với sai số sai lầm</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số sai lầm là dạng sai số xuất phát từ nguyên nhân chủ quan, do đó loại sai số này có thể được khắc phục bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc kỹ, cẩn thận, không cho phép phát sinh sai lầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phải xác định được sai lầm cụ thể để loại bỏ khỏi kết quả đo thông qua việc kiểm tra lặp lại kết quả.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.2 Đối với sai số hệ thống</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số hệ thống có thể được hạn chế bằng các phương pháp như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường xuyên kiểm nghiệm và hiệu chỉnh dụng cụ, thiết bị đo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi phương pháp đo phù hợp với điều kiện ngoại cảnh hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính toán số hiệu chỉnh vào các kết quả đo đạc.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.3 Đối với sai số ngẫu nhiên</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số ngẫu nhiên là loại sai số không thể loại bỏ, người đo đạc chỉ có thể hạn chế bằng phương pháp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thiết bị, dụng cụ đo tốt hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi, sử dụng phương pháp đo phù hợp hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thời điểm thực hiện đo và số lần đo đạc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính kết quả trung bình từ những sai số ngẫu nhiên sau nhiều lần đo đạc và trong các điều kiện đo khác nhau.</span></span></li> </ul> <h2> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Đơn vị kiểm nghiệm, hiệu chỉnh thiết bị đo đạc UY TÍN</strong></h2> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trắc địa Thành Đạt</strong> là đơn vị chuyên cung cấp và hiệu chỉnh các thiết bị đo đạc UY TÍN tại Việt Nam. Với đội ngũ kỹ thuật viên có tay nghề cao, có kinh nghiệm nhiều năm trong hoạt động sửa chữa, kiểm nghiệm thiết bị đo đạc Trắc địa Thành Đạt sẽ là điểm đến uy tín với mọi khách hàng khi có nhu cầu. </span></span></p> <p style="text-align: center;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: center; margin: 0px; padding: 0px;">---------</strong></p> <p style="text-align: center;"> <br style="text-align: center; margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px;" /> <span style="text-align: center; margin: 0px; padding: 0px; font-family: arial; font-size: 13px; color: rgb(204, 51, 0);"><span style="margin: 0px; padding: 0px; font-family: "trebuchet ms", helvetica, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 15.2px;"><span style="margin: 0px; padding: 0px; font-size: 13px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">TRẮC ĐỊA THÀNH ĐẠT - LUÔN ĐỒNG HÀNH CÙNG BẠN!</strong></span></span></span></span></span><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-family: Arial, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Website: </span></span></span></span><span style="text-align: center; margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: Arial, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR0x636a91TsCqofuE-ef6CJaPwGi8ex_pmRzQ9FGfSh79coomyKg0kW80w" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="text-align: center; margin: 0px; padding: 0px; font-size: 13px; color: rgb(0, 0, 0); font-family: Arial, sans-serif;" /> <br style="text-align: center; margin: 0px; padding: 0px; font-size: 13px; color: rgb(0, 0, 0); font-family: Arial, sans-serif;" /> <span style="text-align: center; margin: 0px; padding: 0px; font-family: arial; font-size: 13px; color: rgb(204, 51, 0);"><span style="margin: 0px; padding: 0px; font-family: Arial, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Hotline: <strong style="margin: 0px; padding: 0px;">0<span style="margin: 0px; padding: 0px; font-family: "lucida sans unicode", "lucida grande", sans-serif;">913 051 734/0942 288 388</span></strong></span></span></span></span></p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Banner 21_4.png" style="width: 620px; height: 620px;" /></span></span></p> ', 'images' => '2023052510084176e7dd8aea9bcb2f5c43cb9a723c15c3.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Sai số trong đo đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '719', 'name' => 'Hướng dẫn nhanh cách giao hội máy toàn đạc Leica, Nikon, Topcon, Sokkia', 'code' => null, 'alias' => 'huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hướng dẫn nhanh cách giao hội máy toàn đạc Leica, Nikon, Topcon!</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66); text-align: justify;">1. Khi nào cần thiết lập trạm máy bằng phương pháp giao hội?</span></span></span></h2> <br /> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(73, 73, 73);">Thiết lập trạm máy bằng phương pháp giao hội được thực hiện khi tại vị trí đo đạc hai mốc bị vướng các địa vật và các mốc không thể thông hướng với nhau, không thể thiết lập được trạm máy theo phương pháp thông thường (điểm đặt máy và điểm định hướng), lúc này cần sử dụng phương pháp giao hội để xác định tọa độ điểm đặt máy dựa vào hai điểm gốc.</span></span></span><br /> </p> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Mo-ta-thiet-lap-tram-may-bang-phuong-phap-giao-hoi-600x327.jpg" style="width: 600px; height: 327px;" /></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(51, 51, 51); text-align: justify;">Giao hội nghịch </span><span style="color: rgb(51, 51, 51); text-align: justify;">là một cách thao tác để thành lập một trạm máy có tọa độ. Khác với giao hội thuận, giao hội nghịch có thể đứng một điểm bất kỳ để thành lập trạm máy hay có thể nói s</span><span style="color: rgb(66, 66, 66); text-align: justify;">ử dụng giao hội nghịch nếu ta không dựng được máу toàn đạc tại ᴠị trí 2 mốc tọa độ hoặc 2 mốc tọa độ bị che không thể nhìn thấу nhau.</span></span></span><br /> </p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để hạn chế sai số khi cài đặt trạm máy bằng phương pháp giao hội, người đo cần phải lưu ý một số yếu tố sau:</span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy tại vị trí đất cứng, không bị nhiều yếu tố thi công ảnh hưởng.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đặt máy phải tương đối ở giữa vị trí 2 mốc tọa độ.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng chân ba kẹp sào gương để cố định gương tại 2 mốc lúc giao hội.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai số do người cầm gương gây ra.</span></span></li> </ul> <h2> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(66, 66, 66);">2. Hướng dẫn giao hội máy toàn đạc Topcon</span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi cân bằng máy ở màn hình chính, nhấn <strong>MENU -> [F2]- LAYOUT.</strong><br /> Để lấy file đã có sẵn trong máy, chọn <strong>FILE</strong>, nhấn phím <strong>[F4] – ENTER</strong>. Sau đó nhấn tiếp <strong>[F4]</strong> để chuyển sang trang thứ 2. Khi đã xuất hiện màn hình <strong>LAYOUT</strong>, nhấn <strong>[F2] – NEW POINT -> [F2] – RESECTION</strong>. Bắt đầu chương trình giao hội nghịch (chế độ <strong>Resection</strong>). Màn hình lúc này như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture2.jpg" style="width: 400px; height: 250px;" /></span></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập khai báo tên trạm máy. Máy toàn đạc Topcon sẽ lưu lại tọa độ trạm kể cả khi tắt nguồn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – SRCH: Tìm kiếm lại tọa độ trong máy.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – SKP: Thao tác đi nhanh vào thành lập trạm máy.</span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Tiếp theo, nhập chiều cao máy ở dòng <strong>INS.HT =</strong>. Sau khi nhập xong, màn hình sẽ hiển thị khai báo và nhập điểm định hướng thứ nhất. <strong>N001#</strong> như hình dưới:<br /> <img alt="" src="/admin/webroot/upload/image/images/Picture3.jpg" style="width: 400px; height: 250px;" /></span></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập tên điểm định hướng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – LIST: Hiển thị danh sách các điểm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – NEZ: Vị trí nhập tọa độ trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F4] – ENTER: Thao tác chấp nhận.</span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi nhấn phím <strong>[F4] – ENTER</strong> chấp nhận, tiến hành nhập chiều cao gương.<br /> Quay máy bắt chính xác vào gương điểm thứ nhất, nhấn phím <strong>[F4]- DIST</strong> để thực hiện đo lưu độ điểm thứ nhất. Sau khi đo lưu độ điểm thứ nhất, màn hình máy hiện khai báo điểm định hướng thứ 2. Thao tác khai báo tương tự điểm định hướng thứ nhất.<br /> <br /> Màn hình máy hiển thị sau khi đo lưu điểm thứ 2 như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture7.jpg" style="width: 400px; height: 250px;" /><br /> <br /> Nhấn <strong>[F2] – CALC MEAS DATA</strong>: Tính toán dữ liệu máy đo. Lúc này trên màn hình xuất hiện sai số giao hội:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture4.jpg" style="width: 400px; height: 250px;" /><br /> <br /> <strong>Ấn [F4] – CALC</strong> để thực hiện tính toán:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture5.jpg" style="width: 400px; height: 250px;" /><br /> <br /> Tiếp tục nhấn <strong>[F4] – NEZ</strong> để hiển thị tọa độ máy. Nhấn tiếp <strong>[F3] – YES</strong> để lưu lại tọa độ và hoàn tất lập trạm máy bằng phương pháp giao hội nghịch.</span></span></span><br /> </p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">3. </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hướng dẫn giao hội máy toàn đạc Nikon</span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (28).png" style="width: 665px; height: 295px;" /></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sau khi cân máу хong ở màn hình chính, chúng ta ᴠào <strong>Menu -> F2: Laуout</strong><br /> <br /> Để lấу file đã có ѕẵn <strong>Liѕt -></strong> di chuуển tới<strong> File </strong>bằng phím <strong>ANG -> Enter -> F4</strong> ѕang trang <strong>-> F2 Neᴡ Point -> F2 Reѕection</strong><br /> <br /> Đặt tên điểm cho trạm máу ( đặt bất kì tên nào). Chiều cao máу giả dụ thaу đổi đến các cao độ của các điểm đó<br /> <br /> Điểm đầu tiên ( tìm điểm giao hội thứ 1 trong máу có ѕẵn – điểm ѕố 3) -> <strong>Enter.</strong> <br /> <br /> Ngắm ᴠề gương tại ᴠị trí điểm ѕố 3 gương cân chuẩn, chọn <strong>Diѕt -></strong> chờ хử lý<br /> <br /> Máу hỏi tiếp điểm tụ hội trang bị 2 ( điểm ѕố 6) –<strong>> Enter.</strong> <br /> <br /> Quaу <strong>máу toàn đạc</strong> ᴠề điểm 2, ѕau khi cân gương chuẩn, chọn <strong>Diѕt-></strong> chờ хử lý<br /> <br /> Sau lúc tiến hành hội tụ хong, <strong>F2: Calc Meaѕ.</strong> <strong>Data</strong> tính toán <strong>Reѕidual error:</strong> ѕai ѕố, ѕai ѕố càng nhỏ càng tốt. HD: ѕai ѕố mặt bằng (15 li) dZ: ѕai ѕố cao độ (4 li)<br /> <br /> <strong>F4 calculation -> F4 NEZ,</strong> хuất hiện tọa độ của điểm trạm máу mới, máу hỏ lưu haу không, tìm <strong>F3 Yeѕ</strong></span></span></p> <h2 id="ftoc-heading-5"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66);">4. Hướng dẫn giao hội máy toàn đạc Leica</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao hội nghịch là xác lập tọa nơi đặt máy, thực hiện dựa vào tọa độ của rất nhiều điểm khống chế. Để tiến hành giao hội nghịch, máy toàn đạc rất cần được để ở vị trí nhìn được tối thiểu 2 điểm khống chế. Mặc dù thế để kết quả đo được đúng chuẩn hơn nên xúc tiến đo ít nhất 3 lần.<br /> <br /> Chương trình giao hội nghịch trên dòng máy toàn đạc điện tử Leica được sử dụng rất rộng rãi, rất hữu ích tại những khu vực mà tính thông hướng giữa các mốc không được đảm bảo. Khi đó tính năng giao hội nghịch sẽ được sử dụng để khởi tạo trạm máy. Các bước thực hiện công tác giao hội nghịch (Free Station) được thực hiện như sau:<br /> <br /> Từ <strong>Main Menu</strong> →<strong> 2</strong>. (<strong>Prog</strong>)→<strong>F3</strong> (<strong>Free Station</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture1(1).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Tiếp theo người sử dụng làm như sau:<br /> <br /> - Bước 1: Ấn <strong>F1</strong> (<strong>Set job</strong>): Đặ t tên công việc, bước này tương tự như các chương trình <strong>surveying</strong>, <strong>stake out</strong>.<br /> <br /> - Bước 2: Ấn <strong>F2</strong> (<strong>Set Accuracy limit</strong>): Cài đặt giới hạn độ chính xác cho điểm cần giao hội nếu cần (nếu yêu cầu độ chính xác không cao có thể bỏ qua bước này).<br /> Tại đây người sử dụng có thể nhập giá trị giới hạn của độ lệch tiêu chuẩn. Nếu giá trị tính toán vượt quá giá trị cho phép thì sẽ xuất hiện thông điệp cảnh báo, lúc đó máy sẽ cho phép người sử dụng quyết định tiếp tục đo hay dừng lại. Nếu muốn cài đặt độ chính xác thì tại dòng<strong> Status</strong> dùng phím bật <strong>ON</strong>, ngược lại <strong>OFF</strong>.<br /> <strong> Std.Dev.North</strong>: Độ sai lệch X.<br /> <strong> Std.Dev.East</strong>: Độ sai lệch Y.<br /> <strong> Std.Dev.Height</strong>: Độ sai lệch cao độ H<br /> <strong> Std.Dev.Angle</strong>: Độ sai lệch góc ngang<br /> Sau đó ấn <strong>F4</strong> (<strong>OK</strong>) để cài đặt.<br /> <br /> <em>Ý nghĩa của việc cài đặt độ chính xác giao hội: </em>Giả sử ta đặt độ chính xác cho điểm giao hội với các tiêu chuẩn sai lệch là: ΔX ≤ 5mm, ΔY ≤ 5mm, ΔZ (H) ≤ 5mm,… Thì sau khi máy tính toán giao hội mà sai số tọa độ điểm giao hội nghịch nếu lớn hơn 5mm thì máy sẽ cảnh báo cho người sử dụng biết để chấp nhận kết quả hay dừng lại.<br /> <br /> - Bước 3: <strong>Start</strong> tiến hành đo giao hội Ấn <strong>F4</strong> (<strong>Start</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture2(1).jpg" style="width: 400px; height: 273px;" /><br /> Ở đây, người sử dụng cần:<br /> <strong>Station</strong>: Đặt tên điểm cần giao hội (tức là tên điểm trạm máy)<br /> <strong>hi</strong>: Nhập vào chiều cao máy<br /> Nhập xong ấn <strong>Enter</strong> →<strong> F4</strong> (<strong>OK</strong>), màn hình hiện ra như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture3(2).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Lúc này để đo tới điểm cần đo, người sử dụng có thể làm theo: <br /> Trường hợp 1: Nhập trực tiếp toạ độ điểm đo tới vào, làm như sau: Từ màn hình hiển thị như <em>hình 3</em>, nhập vào:<br /> <strong>PtID</strong>: Tên điểm đo tới<br /> <strong>hr</strong>: Chiều cao gương<br /> Sau đó ấn phím<strong> F4</strong> → <strong>F1</strong> (<strong>ENH</strong>), màn hình hiện ra hình:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Chưa có tên (481 × 328 px).png" style="width: 400px; height: 273px;" /><br /> <br /> Tại đây nhập vào toạ độ điểm đo tới sau đó ấn <strong>Enter</strong> → <strong>F4</strong>(<strong>OK</strong>), rồi ngắm chính xác vào mục tiêu và ấn<strong> F1</strong> (<strong>ALL</strong>) để đo. <br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture5(3).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Ấn phím<strong> F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Sau khi đã đo đủ số lượng điểm đo cần thiết (đo tới tối thiểu 2 điểm và tối đa 5 điểm):<br /> → Để xem kết quả toạ độ điểm giao hội, ấn phím <strong>F3</strong> (<strong>COMPUTE</strong>),<br /> → Để xem phần dư ấn phím [<strong>RESID</strong>],<br /> → Để xem độ l ệch tiêu chuẩn ấn phím <strong>F3</strong> (<strong>StdDev</strong>).<br /> → Để cài đặt toạ độ điểm vừa giao hội được làm toạ độ trạm máy, người sử dụng chỉ việc ấn phím <strong>F4</strong> (<strong>OK</strong>).<br /> Trường hợp 2: Nếu điểm đo tới đã lưu trong bộ nhớ của máy, thì người sử dụng chỉ cần nhập vào tên điểm cần đo tới (ví dụ điểm 5) ở dòng (<strong>PtID</strong>) và chiều cao gương (<strong>hr</strong>) sau đó ấn phím<strong> F1</strong> (<strong>FIND</strong>) để tìm điểm đó<br /> Sau đó lựa chọn đúng điểm, ấn phím <strong>F4 </strong>(<strong>OK</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture6.jpg" style="width: 400px; height: 273px;" /><br /> Tiến hành ngắm chính xác vào điểm đo tới:<br /> - Ấn phím <strong>F1</strong> (<strong>ALL</strong>) để đo,<br /> - Ấn phím <strong>F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Để xem kết quả giao hội làm tương tự như trường hợp 1.<br /> <br /> Kết quả cuối cùng sẽ cho ra tọa độ N(X), E(Y), và cao độ H. Đồng thời máy cũng tính ra phương vị của trạm máy hiện thời. Chính vì thế mà sau khi tiến hành đo giao hội xong người sử dụng có thể chuyển sang chế độ đo khác (<strong>Surveying</strong>, <strong>Stake out</strong>,...) mà không cần tiến hành các bước thiết lập trạm máy và thiết lập định hướng nữa. Ngoài ra phép đo giao hội còn đưa ra độ lệch tiêu chuẩn và phần dư để đánh giá độ chính xác của kết quả đo đồng thời cho ta biết được độ ổn định của các điểm toạ độ vừa đo tới.<br /> <br /> Chúng ta có thể đo ở một vị trí bàn độ trái hoặc phải hoặc đo ở cả hai vị trí bàn độ, không cần xếp thứ tự điểm và thứ tự mặt ống kính khi đo. Nếu một điểm được đo nhiều lần ở một mặt của ống kính thì phép đo hợp lý sẽ được sử dụng để tính toán.<br /> <br /> Nếu phép đo có nhiều hơn số điểm đo cần thiết, bộ xử lý tính toán kết quả sẽ dùng phương pháp số bình phương nhỏ nhất để hiệu chỉnh cho tọa độ phẳng (X, Y), phương pháp trung bình cho cao độ H và góc định hướng.</span></span></p> <div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> - Giá trị đo ở bàn độ trái và bàn độ phải được đưa vào trong tính toán.<br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tất cả các phép đo đều được sử lý ở cùng độ chính xác cho dù chúng được đo ở một vị trí bàn độ hay ở cả hai vị trí bàn độ.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ Y và X được xác định bằng phương pháp số bình phương nhỏ nhất, bao gồm cả độ lệch tiêu chuẩn.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Cao độ cuối cùng được tính toán từ sự trung bình của các chênh cao so với điểm gốc.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Góc định hướng được tính trung bình từ phép đo ở 2 vị trí bàn độ và vị trí mặt bằng đã được tính toán. </span></div> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><em>>>></em></strong> <strong>Lưu ý một số thông điệp hiện thị khi đo:<br /> </strong></span></span></p> <div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> "<em><strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Selected point has no valid data</span></span>!</strong></em>" <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo đã lựa chọn không có tọa độ X hoặc Y.</span></span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Max 5 points supported </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Máy chỉ cho phép đo tối đa 5 điểm.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no position computed </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" "Không cho phép tính ra tọa độ trạm vì đã có dữ liệu không đúng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</strong><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no height computed</em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">": Hoặc cao độ của điểm đo không hợp lệ hoặc là không đủ dữ liệu đo để tính ra cao độ của trạm máy.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Insufficient space in job</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Job hiện thời đã đầy không cho phép lưu trữ thêm dữ liệu.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Hz (I-II) >0.9 deg, measure point again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc bằng lớn hơn 180</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> ± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>V(I-II) > 0.9 deg, measure again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc đứng lớn hơn 360</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> - V± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>More points or distance required </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" " Yêu cầu đo thêm điểm hoặc khoảng cách" vì không đủ dữ liệu đo để tính ra tọa độ trạm.</span></div> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Hướng dẫn giao hội máy toàn đạc Sokkia</span></h2> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Bước 1: Nhấn phím <strong><em>FUNC</em></strong> trên màn hình máy toàn đạc Sokkia đến khi màn hình xuất hiện bạn tiếp tục nhấn vào <em><strong>F1 (MENU)</strong>.</em><br /> <br /> - Bước 2: Sau khi nhấn vào <strong><em>MENU </em></strong>tiếp tục chọn <strong><em>RESECTION </em></strong>để bắt đầu chức năng giao hội.<br /> <br /> - Bước 3: Tiếp theo nhấn chọn <strong><em>NEZ </em></strong>để nhập tọa độ của 2 điểm mốc dùng để giao hội. Sau đó bạn chọn <strong><em>EDIT (F3) </em></strong>hoặc nhấn <strong>READ</strong> để đọc số liệu hiện sẵn trong màn hình máy.<br /> Tiếp theo bạn nhập tọa độ điểm số 2, sau khi nhập tọa độ 2 điểm xong nhấn <strong><em>F4 (MEAS) </em></strong>để đo về các điểm gốc và nhấn <strong><em>F19 (DIST)</em></strong>. Sau đó nhấn <strong><em>F4 (YES) </em></strong>để đo điểm số 1. Sau khi đo điểm 1 tiến hành đo điểm 2. <br /> <br /> - Bước 4: Tiếp theo nhấn <strong>CALC</strong> để tiến hành tính toán tọa độ giao hội điểm đặt máy.<br /> <br /> Trên màn hình sẽ báo sai số vị trí điểm <strong>deltaX</strong>, <strong>deltaY</strong> nếu chấp nhận sai số bạn nhấn <strong><em>REC (F3) </em></strong>để ghi lại tọa độ điểm đặt máy sau giao hội để dùng cho công tác bố trí điểm hoặc các công tác đo đạc khảo sát địa hình.<br /> <br /> <span style="color: rgb(34, 34, 34);"><strong>>>></strong> <strong>Lưu ý:</strong></span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên hiện trường bạn cần tìm điểm đặt máy hợp lý nhằm đảm bảo độ chính xác cao. Bạn cần chọn địa điểm đặt thiết bị sao cho tam giác hợp bởi điểm đặt máy và hai điểm gốc là tam giác cân, để đảm bảo giao hội máy toàn đạc được cho các kết quả đo chính xác nhất.<br /> <br /> Sau khi đo giao hội xong, bạn cần tiến hành kiểm tra các tọa độ điểm gốc xem có bị sai số không. Tiếp theo mới tiến hành bố trí các điểm của công trình hoặc vào chức năng đo đạc chi tiết của máy để đo khảo sát địa hình khu vực để lập bản đồ hay đo đạc tính toán khối lượng đào đắp. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Nên sử dụng các thiết bị như máy thủy bình để dẫn truyền cao độ một cách chuẩn xác nhất.</span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (30).png" style="text-align: center; width: 665px; height: 295px;" /><br /> </p> ', 'images' => '20230508111131dc7a2c77b3d50d2023aaee921bc3a899.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'giao hội máy toàn đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Post' => array( 'id' => '718', 'name' => 'Tìm hiểu về phần mềm PIX4D', 'code' => null, 'alias' => 'tim-hieu-ve-phan-mem-pix4d', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với hơn 55.000 người dùng đang hoạt động trên khắp thế giới, PIX4D đã mở rộng văn phòng của mình ở nhiều quốc gia khác nhau ngoài trụ sở chính là Thụy Sỹ với mục tiêu hỗ trợ khách hàng tốt hơn như: Mỹ, Đức, Tây Ban Nha, Nhật Bản, Trung Quốc…</span></span>', 'content' => '<h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/tracdiathanhdat_vn (7).png" style="width: 650px; height: 545px;" /></strong></span></span></h2> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. PIX4Dmapper – Phần mềm PIX4D dùng trong xử lý ảnh UAV</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmapper là phần mềm nội nghiệp có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái: ảnh RGB, ảnh hàng không, ảnh đa phổ, ảnh nhiệt, ảnh phóng tâm, ảnh 360 độ, video, v.v.<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dmapper:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng quy tắc chồng lớp ảnh để cho ra dữ liệu vô cùng chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn thiện quy trình xử lý ảnh với thiết bị bay không người lái: Thu thập hình ảnh > số hóa > đánh giá, kiểm soát và cải thiện chất lượng> đo lường, tính toán > cộng tác và chia sẻ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý dữ liệu nâng cao, cung cấp kết quả chính xác với giải pháp quan trắc ảnh chuyên nghiệp: giúp người dùng tối ưu hóa quy trình làm việc dựa trên các mẫu xử lý mặc định trên phần mềm hoặc thiết lập quy trình cá nhân.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ và mô hình 3D chính xác từ hình ảnh bằng các công cụ vượt trội: phân loại đám mây điểm tự động; cải thiện bề mặt kỹ thuật số; đo đạc bề mặt, khoảng cách, khối lượng; kiểm soát độ chính xác của dự án; báo cáo chất lượng chi tiết.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/04-de-dang-tinh-toan-kich-thuoc-be-mat-khoang-cach-khoi-luong.jpg" style="width: 650px; height: 366px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xuất dữ liệu đầu ra với nhiều định dạng khác nhau.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu đầu ra của PIX4Dmapper là cơ sở để thành lập bản đồ, đặc biệt là bản đồ 3D,.. chất lượng cao. PIX4Dmapper giúp hoàn thiện xử lý ảnh, từ thu thập dữ liệu đến kiểm soát chất lượng đầu ra và chia sẻ dữ liệu dưới nhe. Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D khác như PIX4Dcloud.<br /> <br /> <strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm thành lập bản đồ và mô hình 3D, PIX4Dmapper có khả năng ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung: Đối với các dự án không bao gồm rừng, tuyết, hồ, cánh đồng nông nghiệp và / hoặc các địa hình khó tái tạo khác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát rừng và thảm thực vật rậm rạp: Đối với dự án có diện tích rừng bao phủ hoặc thảm thực vật rậm rạp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình bằng phẳng, có ruộng: Đối với địa hình bằng phẳng có nội dung trực quan đồng nhất như ruộng nông nghiệp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tòa nhà: Tạo mô hình 3D của các tòa nhà.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bình đồ: Dành cho các khu vực cần thể hiện đường đồng mức.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát chuyến bay: Đối với các dự án có hình ảnh được thực hiện bằng cách sử dụng nhiều chuyến bay.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng thành phố (mặt tiền có thể nhìn thấy): Lập mô hình 3D về các khu vực đô thị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng nội thất 3D: Tạo mô hình 3D cho nội thất của các tòa nhà.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tổng hợp: Dành cho các bộ dữ liệu kết hợp (nội thất / ngoại thất và / hoặc trên không / trên mặt đất và / hoặc nadir / xiên).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng địa vật 3D: Mô phỏng hình ảnh 3D các đối tượng đặc biệt (tháp điện, tuabin gió, đường hầm, v. v.).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp đặc biệt: Khảo sát địa hình tuyết, cát và bề mặt nước (đại dương, hồ, sông, v.v.).</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. PIX4Dsurvey – Phần mềm PIX4D dùng trong số hóa dữ liệu</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm số hóa dữ liệu PIX4Dsurvey là phần mềm nội nghiệp có khả năng số hóa dữ liệu tự động hoặc bán tự động từ các sản phẩm từ phương pháp quan trắc ảnh, dữ liệu quét <a href="https://dathop.com/3-giai-phap-laser-scanning-pho-bien/">laser scanning</a> và LiDAR. Dữ liệu đầu ra của PIX4Dsurvey là cơ sở để tính toán độ dốc địa hình, hướng địa hình, mức độ lồi lõm, phân tích địa mạo của khu vực, v.v.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dsurvey</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa dữ liệu: Liên kết ảnh bay chụp và mô hình Point Cloud, trích xuất các đối tượng từ ảnh quan trắc, quét laser, LiDAR để làm cơ sở cho thành lập bản đồ.</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hóa thời gian số hóa lên đến 50%: PIX4Dsurvey triển khai quy trình làm việc liền mạch và nhanh chóng, giảm thiểu thời gian thực hiện các công tác số hóa mô hình Point Cloud và biên vẽ đối tượng từ hình ảnh. Chức năng Smart Grid hỗ trợ người dùng tiết kiệm thời gian trong công tác tạo mô hình cao độ điểm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp sẵn thuộc tính chuyển đổi sang CAD linh hoạt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/06-pix4dsurvey-co-kha-nang-chuyen-doi-sang-cad-linh-hoat.jpg" style="width: 650px; height: 484px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dsurvey xây dựng các thuật toán vô cùng tối ưu cho bất kỳ đối tượng nào bằng các thao tác vô cùng đơn giản và nhanh chóng.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dsurvey được ứng dụng trong nhiều hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ khảo sát địa hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa mô hình mặt đất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình TIN.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình CAD.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. PIX4Dmatic – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmatic là phần mềm quan trắc ảnh thế hệ mới, được sử dụng để thành lập bản đồ địa hình, bản đồ quy hoạch và các loại bản đồ tỷ lệ lớn, có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái.<br /> Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D như: PIX4Dsurvey, PIX4Dcloud, v..v..<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dmatic:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý bộ dữ liệu lớn, cho kết quả chính xác: PIX4Dmatic cung cấp khả năng xử lý hàng nghìn hình ảnh mà vẫn đảm bảo độ chính xác ở mức khảo sát, giảm một nửa thời gian xử lý, lý tưởng cho các dự án quy hoạch và bộ dữ liệu lớn hơn 5000 hình ảnh với độ phân gairi máy ảnh RGB tiêu chuẩn và không có giới hạn về kích thước hình ảnh.</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý tự động: hợp lý hóa quy trình làm việc của người sử dụng, bao gồm nhập dữ liệu, xử lý và đánh giá chất lượng của dự án.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình làm việc liền mạch.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm chuyên cho việc thành lập bản đồ và mô hình 3D, PIX4Dmatic được ứng dụng trong các lĩnh vực:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <em style="text-align: center;"><img alt="" src="/admin/webroot/upload/image/images/08-phan-mem-pix4dmatic-duoc-ung-dung-trong-khao-sat-dia-hinh.jpg" style="width: 650px; height: 396px;" /></em></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. PIX4Dcloud (& PIX4Dcloud Advance) – Phần mềm PIX4D dùng trong xử lý ảnh và chia sẻ trực tuyến</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng xử lý ảnh và chia sẻ trực tuyến PIX4Dcloud là nền tảng xử lý ảnh trực tuyến cho các dự án bay chụp, thành lập bản đồ 2D hoặc mô hình 3D, bao gồm các tính năng cơ bản cần có của một hệ thống xử lý ảnh nhưng được thực hiện hoàn toàn trên nền tảng trực tuyến mà không cần tải về bất kỳ một tệp cài đặt nào, không chiếm dung lượng của thiết bị nhưng vẫn đáp ứng đầy đủ quy trình làm việc từ hiện trường đến phần xử lý.<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dcloud:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud phát triển một hệ thống các công cụ đo lường, ghi chú và chia sẻ dữ liệu, đảm bảo truyền tải đầy đủ mà không ảnh hưởng đến tiến độ làm việc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ tạo lớp phủ để so sánh thiết kế ban đầu với thực trạng của dự án trên nền tảng trực tuyến mà không thông qua bên thứ 3</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp công cụ so sánh hiện trạng địa hình, tình trạng, tiến độ dự án ở các thời điểm khác nhau, giúp người dùng nắm bắt chi tiết tiến độ tại mọi thời điểm, mọi vị trí.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud có khả năng cho ra kết quả làm việc với độ chính xác ở cấp khảo sát dựa trên các thuật toán xử lý được phát triển bởi PIX4D.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng phân tích dữ liệu đơn giản, tối ưu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng được cài đặt các thuật toán để lưu trữ dữ liệu làm việc mọi lúc, thường xuyên cập nhật và ghi lại các thay đổi đối với dự án, nhằm giải quyết các vấn đề phát sinh trong quá trình làm việc một cách hiệu quả.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dcloud được ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý, tính toán khối lượng vật liệu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi tiến độ thi công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng đối tượng độ cao, địa hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. PIX4Dfields – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dfields có khả năng xử lý ảnh để thành lập bản đồ nông nghiệp từ ảnh chụp bằng các thiết bị bay không người lái. Ưu điểm của phần mềm này là có thể sử dụng hình ảnh ở nhiều định dạng (.tiff, .jpeg) hoặc nhiều kiểu dữ liệu khác nhau như lớp dữ liệu thực vật hoặc lớp dữ liệu ranh giới thực địa, v.v. (định dạng GeoJSON, Shapefile, v.v.).<br /> PIX4Dfields nâng cấp quy trình làm việc trong lĩnh vực nông nghiệp bằng tốc độ xử lý cao và các tính năng phân tích hoàn chỉnh mà chưa một phần mềm nào trước đây đáp ứng được.<br /> <br /> <strong>– Tính năng của PIX4Dfields:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập kế hoạch bay chụp: Thiết lập kế hoạch bay chụp theo từng mục đích làm việc, thu thập dữ liệu hiện trường một cách tối ưu nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với ảnh đa phổ và ảnh RGB: PIX4Dfields nhận dữ liệu ảnh RGB tiêu chuẩn hoặc ảnh đa phổ từ bất kỳ nguồn ảnh chụp nào, bao gồm Parrot Sequoia và MicaSense RedEdge.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/09-pix4dfields-co-kha-nang-tuong-thich-voi-anh-da-pho-va-anh-rgb.jpg" style="text-align: center; width: 650px; height: 350px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ xử lý nhanh chóng: Xử lý hình ảnh bằng công cụ xử lý tức thì của PIX4Dfields cho ra kết quả chỉ trong vài phút.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan: Chuyển đổi hình ảnh bay chụp từ UAV thành bản đồ chi tiết, chính xác và có thể ứng dụng được cho nhiều mục đích khác nhau.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động hiệu quả: Tối ưu hóa quy trình làm việc bằng các công cụ được thiết kế dành riêng cho nông nghiệp của PIX4Dfields, như tính toán chỉ số hay các công cụ so sánh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp FMP: Thực hiện liền mạch công việc từ kết quả của PIX4Dfields trong nền tảng quản lý canh tác Farming Management Platform.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm xử lý bản đồ dành cho các ngành chuyên nghiệp, cụ thể là nông nghiệp, được ứng dụng cho nhiều mục tiêu như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi và đánh giá cây trồng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý tưới tiêu và xói mòn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ quy trình bảo vệ và sản xuất cây trồng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ phân bổ sử dụng cho các mục đích chuyên biệt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. PIX4Dreact – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dreact được sử dụng để đáp ứng các nhu cầu thành lập tài liệu hiện trường một cách nhanh chóng và chính xác, cung cấp các khả năng tái lập cũng như cộng tác tại nhiều thời điểm mà vẫn đảm bảo được độ chính xác tối đa.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dreact</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ sử dụng, tương tác: giao diện sử dụng của PIX4Dreact được thiết kế và đóng góp bởi các chuyên gia trong lĩnh vực, liên kết với một quy trình làm việc liền mạch, đầy đủ và trơn tru. Đồng thời, hệ thống của PIX4Dreact cũng đáp ứng được nhu cầu làm việc ngay tại hiện trường với các dòng máy tính tầm trung, không yêu cầu kết nối mạng hoặc nền tảng đám mây để xử lý, chú trọng tăng cường GPU trong thuật toán xử lý để cải thiện tốc độ làm việc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ công cụ hỗ trợ công việc hiệu quả, đầy đủ, nhất quán.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng lập bản đồ 2D nhanh chóng nhưng vẫn đảm bảo độ chính xác cao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/14-pix4dreact-giup-lap-ban-do-2d-nhanh-chong.jpg" style="width: 650px; height: 488px;" /></em></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu làm việc phục vụ cho nhiều mục đích: bản đồ ảnh trực giao 2D, lớp dữ liệu đã được đánh dấu và đo đạc, ảnh chụp màn hình và bản đồ bao quát khu vực, xuất báo cáo PDF.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dreact được phát triển trong nhóm phần mềm xử lý lập bản đồ hiện trường 2D cho các lĩnh vực chuyên biệt, cụ thể là các công tác phản ứng khẩn cấp, PIX4Dreact được sử dụng để quan sát hiện trường tai nạn hoặc các tình huống đặc biệt như: Động đất, lũ lụt, cháy nổ, tìm kiếm cứu nạn, tác chiến, di dời, v.v.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. PIX4Dcatch – Phần mềm PIX4D dùng trong quét 3D</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcatch là một ứng dụng dành cho thiết bị di động, dùng để quét 3D đối tượng, được sử dụng trên cả các thiết bị với hệ điều hành Android và iOS. Ứng dụng PIX4Dcatch cho phép người dùng dễ dàng có được dữ liệu đối tượng phù hợp để số hóa thực tế xung quanh và biến nó thành các mô hình 3D chính xác.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dcatch</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng hoạt động linh hoạt với nhiều tính năng thu thập dữ liệu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tạo ra sản phẩm 3D chất lượng cao nhờ công nghệ quan trắc ảnh tiên tiến.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chụp và số hóa bất kỳ đối tượng vật lý nào ở chế độ 3D: chỉ cần thiết bị được cài đặt ứng dụng và di chuyển xung quanh khu cực cần thu thập dữ liệu là có thể chụp và số hóa.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quét, xuất và chỉnh sửa đối tượng, mục tiêu và dễ dàng chia sẻ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với thiết bị di động để nâng cao khả năng quét 3D với công nghệ RTK và phép quan trắc ảnh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ trên thiết bị di động ở cả hệ điều hành iOS hoặc Android: PIX4Dcatch có sẵn trên iOS (phiên bản 13.4.1) và Android (phiên bản 9), tối ưu hóa cho Apple Ipad Pro và iPhone 12 được trang bị máy quét LiDAR, cung cấp phản hồi trực tiếp và quá tình quét hoàn thành.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– Ứng dụng:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công (lập bản đồ hiện trạng khi thi công, tính toán khối lượng bùn đất…).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ hiện trạng thi công công trình ngầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">An toàn công cộng.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/15-pix4dcatch-co-kha-nang-chup-va-so-hoa-ky-doi-tuong-vat-ly-nao-o-che-do-3d.jpg" style="width: 650px; height: 366px;" /></span></span><br /> <br /> </p> ', 'images' => '20230505142224c6b674f5588228036011778df458d756.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pix4D', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '717', 'name' => 'Leica DISTO Apps', 'code' => null, 'alias' => 'leica-disto-apps', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO Plan hỗ trợ thực hiện nhiệm vụ quan trọng là lập tài liệu và trực quan hóa các phép đo. Bằng cách này, các bước tiếp theo của một dự án được lên kế hoạch dễ dàng.</span></span>', 'content' => '<p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="disto plan app" src="https://shop.leica-geosystems.com/sites/default/files/2019-04/plan-app.jpg" style="height: 311px; width: 280px;" /></span></span></p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(39, 39, 39); letter-spacing: 0.72px; background-color: rgb(239, 239, 239);">Leica DISTO Apps & Software</span></span></span></p> <br /> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO™ Plan mới hỗ trợ việc lập tài liệu và hiển thị các phép đo.</span></span></div> <div> </div> <div> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Phác thảo sơ đồ trên điện thoại thông minh hoặc máy tính bảng và các phép đo tương ứng được gán dễ dàng cho từng bước. Sau đó, ứng dụng sẽ tự động tạo sơ đồ được chia tỷ lệ. Ngoài ra, chức năng Phòng thông minh cải tiến kết hợp với cảm biến mới được tích hợp trong Leica DISTO™ X3 và X4 cho phép tạo sơ đồ chính xác chỉ bằng cách thực hiện các phép đo theo chiều kim đồng hồ hoặc ngược chiều kim đồng hồ của căn phòng.</span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi kết hợp với bộ điều hợp DST 360 hoặc DISTO™ S910, ứng dụng cung cấp chức năng đo 3D, cho phép ghi lại các phép đo ở dạng 2D hoặc 3D.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tất cả các phép đo và sơ đồ tầng có thể được xuất dưới dạng bản vẽ CAD hoặc ở định dạng PDF. Ứng dụng mới hỗ trợ tất cả các thiết bị Leica DISTO™ có chức năng Bluetooth®.</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">* Các thiết bị Leica DISTO™ sau được hỗ trợ:</span></span></strong></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X3</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X4</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D2</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D1</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D110</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7100i</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D510</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7500i</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảm ứng Leica DISTO™ D810</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ S910</span></span><br /> <br /> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** Điều khoản và điều kiện mua hàng trong ứng dụng</span></span></strong></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký và tự động gia hạn hàng tháng hoặc hàng năm ( tùy chọn).</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Việc thanh toán sẽ được tính vào Tài khoản iTunes.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký sẽ tự động gia hạn ( trừ khi bạn tắt tính năng tự động gia hạn trong Cài đặt sau 24 giờ dùng thử)</span></span></div> <div style="text-align: center;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica Disto 2.jpg" style="width: 800px; height: 334px;" /></span></span><br /> </div> <div> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">>>></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Lưu ý</strong></u><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">: Ứng dụng được tải miễn phí trên </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Apple Store</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> hoặc </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Google Store</strong></div> </div> ', 'images' => '202304041635398958b49737689c272e7034cc8d5dfb61.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy đo khoảng cách laser Leica ', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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' $title_for_layout = 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế' $cat = array( 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ) $setting = array( 'id' => '1', 'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt', 'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)', 'address_eng' => '', 'address' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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t,n;s._subiz_init_2094850928430||r[k]&&(t=u.createElement(b),n=u.getElementsByTagName(b)[0],t.async=1,t.src="https://"+r[k]+"/sbz/app.js?accid="+z,n.parentNode.insertBefore(t,n),setTimeout(y,2e3,k+1))})(0))}(window,document,"script","subiz","acqxaefflwedscstabut")</script>', 'theh1' => 'thanhdatsurvey.JSC', 'hanoi' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tphcm' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tt' => '', 'pp' => 'https://www.facebook.com/ruaxetudong.net', 'tphcm_eng' => '', 'hanoi_eng' => '', 'hotline_eng' => '', 'name_eng' => '', 'chinhsach' => null, 'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'gt' => '<p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ) $keywords_for_layout = 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ' $tin_ft = array( (int) 0 => array( 'Post' => array( 'id' => '588', 'name' => 'Hướng dẫn mua hàng', 'code' => null, 'alias' => 'huong-dan-mua-hang', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p> <span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br /> </p> <p> <span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br /> <br /> – Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br /> <br /> <strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br /> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> </div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mong được hợp tác với Quý khách hàng trên cả nước.<br /> <br /> Trân trọng!</span></span></span></div> ', 'images' => '202104071220058398ebc1b9cf669cf602eb8040be387a.jpg', 'images_multi' => '', 'pos' => '1', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Máy trắc địa chính hãng | RTK GNSS, máy toàn đạc, máy thủy bình – Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy RTK GNSS, máy toàn đạc, máy thủy bình, GPS cầm tay chính hãng. Tư vấn kỹ thuật – giao hàng toàn quốc. 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Thanh toán trực tiếp tại cửa hàng<br /> <br /> II. Thanh toán qua hình thức chuyển khoản</span></strong><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br /> <br /> <strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br /> <br /> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);"> <span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br /> <br /> Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p> ', 'images' => '20210407122232bf3e6d52a68ca60f97fc6048b14e4acc.jpg', 'images_multi' => '', 'pos' => '2', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3511', 'slug' => 'chinh-sach-thanh-toan', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '139', 'rght' => '140', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '587', 'name' => 'Chính sách vận chuyển', 'code' => null, 'alias' => 'chinh-sach-van-chuyen', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br /> <br /> Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br /> </div> <div> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br /> <br /> <strong>> Thời gian giao hàng </strong><br /> <br /> - Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br /> <br /> - Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br /> <br /> Trân trọng!</span></span></span></p> </div> ', 'images' => '20210407122135505ddef64809ce7ee5f9db7cfdfd3e2e.jpg', 'images_multi' => '', 'pos' => '3', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3546', 'slug' => 'chinh-sach-van-chuyen', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '141', 'rght' => '142', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '585', 'name' => 'Chính sách đổi trả', 'code' => null, 'alias' => 'chinh-sach-doi-tra', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br /> <br /> Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br /> <ul> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li> </ul> <br /> <div style="text-align: start;"> <span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div> <ul> <li> <span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br /> <br /> <span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>', 'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg', 'images_multi' => '', 'pos' => '4', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3547', 'slug' => 'chinh-sach-doi-tra', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '137', 'rght' => '138', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '583', 'name' => 'Chính sách bảo hành', 'code' => null, 'alias' => 'chinh-sach-bao-hanh', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div> <div> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li> </ul> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div> ', 'images' => '20210407123801c4049edabae0c54e2347c82e21413ec3.jpg', 'images_multi' => '', 'pos' => '5', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3279', 'slug' => 'chinh-sach-bao-hanh', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '133', 'rght' => '134', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '584', 'name' => 'Chính sách bảo mật thông tin', 'code' => null, 'alias' => 'chinh-sach-bao-mat-thong-tin', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span> <ul style="margin: 0px; padding: 0px 0px 0px 15px;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li> </ul> </li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p> <div style="margin: 0px; padding: 0px; line-height: 20px;"> <div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2> <br /> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br /> </div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2> <div style="text-align: justify;"> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br /> </div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div> </div> </div> <p style="text-align: justify;"> <br /> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br /> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2> <p style="text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p> </div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br /> <br /> Trân trọng!</span></span></div> ', 'images' => '202104071236589b665b2accf17da9077cea4c5dad8e94.jpg', 'images_multi' => '', 'pos' => '6', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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array( 'Advertisement' => array( 'id' => '49', 'name' => null, 'link' => '', 'images' => '2021012009122728dc0ef2b70634d0a45511fff4f68db7.jpg', 'display' => '1', 'created' => '2021-01-20', 'modified' => '2021-01-20', 'status' => '1', 'pos' => '0', 'content' => null, 'slug' => null, 'lft' => '51', 'rght' => '52' ) ) $chiasekinhnghiem = array() $list_menu_footer = array() $danhmuc_left_parent_sphot = array( (int) 0 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ) ) $danhmuc_left_parent = array( (int) 0 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ) ) $danhmuc = array( (int) 0 => array( 'Catproduct' => array( 'id' => '1', 'name' => 'Trang chủ', 'slug' => 'trang-chu' ) ), (int) 1 => array( 'Catproduct' => array( 'id' => '3', 'name' => 'Giới thiệu ', 'slug' => 'gioi-thieu' ) ), (int) 2 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ), (int) 3 => array( 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654 999', 'email' => '', 'name1' => '' ) ) ) $content_for_layout = ' <div class="bg-cat-danhmuc"> <div class="cat-title-danhmuc"> <a href="" title=""> <h1>Kiến thức - Ứng dụng</h1> </a> </div> </div> <div class="box-content-detail11"> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/2023071215243291bf87733c85c6054f3187c9027e7ff2.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-07-12</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a 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</div><!--end over-img--> <a href="https://tracdiathanhdat.vn/cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-30</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230613161608bf1441d7309d39dcda6ef0cd7b63dc28.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-13</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230610130103ba655f12a66201f445f6816a87ffe480.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-10</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/202305301610048b836b9276e806fc2f8458b2bc05f8fc.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-30</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/2023052510084176e7dd8aea9bcb2f5c43cb9a723c15c3.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-25</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230508111131dc7a2c77b3d50d2023aaee921bc3a899.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-08</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230505142224c6b674f5588228036011778df458d756.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-05</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/leica-disto-apps.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/202304041635398958b49737689c272e7034cc8d5dfb61.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/leica-disto-apps.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-04-04</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/leica-disto-apps.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> </div> <div class="clear-main"></div> <div class="pagination"> <span><a href="/Product/sanpham/kien-thuc-ung-dung/page:1" rel="first">« First</a></span><span class="prev"><a href="/Product/sanpham/kien-thuc-ung-dung/page:8" rel="prev">« Previous</a></span><span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:1">1</a></span><span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:2">2</a></span>...<span class="number"><a href="/Product/sanpham/kien-thuc-ung-dung/page:6">6</a></span><span 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View 10/191. </div> <div class="clear-main"></div> ' $scripts_for_layout = '' $count = (int) 0 $price = (int) 0 $sl = (int) 0 $cap1 = array( 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'slug' => 'kien-thuc-ung-dung' ) ) $dm_c2 = array() $cap2 = array( 'Catproduct' => array( 'id' => '47', 'name' => 'Sản phẩm khác', 'parent_id' => '2', 'alias' => 'san-pham-khac', 'images' => '2024010816004972262bc63fc2344d41a2a0d35c8176a7.png', 'lft' => '28', 'rght' => '29', 'pos' => '14', 'status' => '1', 'title_seo' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..', 'meta_key' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..', 'meta_des' => 'Chuyên cung cấp địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,.. Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2016-01-25', 'modified' => '2024-01-08', 'slug' => 'san-pham-khac', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) $dm_c3 = array()include - APP/View/Elements/menu.ctp, line 56 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::sanpham() - APP/Controller/ProductController.php, line 285 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161 [main] - APP/webroot/index.php, line 92
Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]Code Context<div class="accordion-heading"><a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>><?php echo $cap1['Catproduct']['name'.LANGUAGE];?>$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp' $dataForView = array( 'listnews' => array( (int) 0 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 1 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 2 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 3 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 4 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 5 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 6 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 7 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 8 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ), (int) 9 => array( 'Post' => array( [maximum depth reached] ), 'Catproduct' => array( [maximum depth reached] ) ) ), 'description_for_layout' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'title_for_layout' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'cat' => array( 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), 'setting' => array( 'id' => '1', 'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt', 'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)', 'address_eng' => '', 'address' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ), 'keywords_for_layout' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng 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View 10/191. </div> <div class="clear-main"></div> ', 'scripts_for_layout' => '' ) $listnews = array( (int) 0 => array( 'Post' => array( 'id' => '726', 'name' => 'Máy toàn đạc điện tử Leica - Hỏi và Đáp', 'code' => null, 'alias' => 'may-toan-dac-dien-tu-leica-hoi-va-dap', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Leica Geosystems <span style="text-align: justify;">cung cấp nhiều dòng </span><span style="box-sizing: border-box; text-align: justify;">máy toàn đạc điện tử</span><span style="text-align: justify;"> phù hợp với các yêu cầu khác nhau của người dùng. Cùng tìm hiểu!</span></span></span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Một số câu hỏi thường gặp về máy toàn đạc điện tử Leica</strong></span></span><br /> </h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy toàn đạc Leica có thể được sử dụng cho việc đo đạc trong môi trường nước không?</strong><br /> <br /> Máy toàn đạc Leica không thích hợp cho việc đo đạc trong môi trường trong nước vì nước có thể ảnh hưởng đến hiệu suất và độ bền của máy. Trong trường hợp cần đo đạc trong môi trường nước, hãy xem xét sử dụng các thiết bị chống nước hoặc các phương pháp đo đạc khác.<br /> <br /> <strong>2. Làm thế nào để kiểm tra độ chính xác của máy toàn đạc Leica?</strong><br /> <br /> Để kiểm tra độ chính xác của máy toàn đạc Leica, bạn có thể thực hiện việc đo đạc lại các điểm đã biết trước đó và so sánh kết quả. Ngoài ra, kiểm tra và calibrate máy toàn đạc định kỳ là cách tốt nhất để đảm bảo độ chính xác của máy.<br /> <br /> <strong>3. Máy toàn đạc Leica có thể đo đạc trong thời tiết khắc nghiệt mưa gió, bão lớn không?</strong><br /> <br /> Máy Leica được thiết kế để hoạt động trong các điều kiện thời tiết bình thường. Tuy nhiên, trong các điều kiện thời tiết khắc nghiệt như mưa, tuyết, hoặc gió mạnh, việc đo đạc có thể gặp khó khăn và dễ bị ảnh hưởng.<br /> Trắc địa Thành Đạt khuyến nghị tránh sử dụng máy trong những điều kiện này để đảm bảo an toàn và độ chính xác của kết quả đo đạc.<br /> <br /> <strong>4. Cần bao lâu để sử dụng thành thạo máy toàn đạc Leica?</strong><br /> <br /> Thời gian học và trở thành người sử dụng thành thạo máy Leica phụ thuộc vào trình độ và kinh nghiệm của mỗi người. Thông thường việc học cách sử dụng máy Leica có thể mất từ vài tuần để làm quen với các tính năng và kỹ thuật sử dụng cho thành thạo.<br /> <br /> <strong>5. Máy toàn đạc Leica có tích hợp GPS không?</strong><br /> <br /> Có. Nhiều mẫu máy toàn đạc Leica hiện nay được trang bị tính năng tích hợp GPS, cho phép đo đạc tọa độ địa lý và định vị với độ chính xác cao.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">II. Một số dòng máy toàn đạc điện tử Leica hiện có</span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Geosystems tạo ra các giải pháp hoàn chỉnh cho các chuyên gia trên khắp thế giới.</span></span> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, Leica cung cấp nhiều dòng máy toàn đạc điện tử phù hợp với các yêu cầu khác nhau của người dùng. Cụ thể: </span></span><br /> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica FlexLine</strong>: Loạt máy toàn đạc linh hoạt, dễ sử dụng, chuyên nghiệp, và có khả năng kết nối GPS.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-FlexLine-Series-Content-Teaser-Image-1680x885(1).jpg" style="width: 800px; height: 380px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Viva</strong>: Dòng máy toàn đạc tích hợp với công nghệ thuộc GPS/GNSS, cho phép đo đạc và định vị tốt trên một loạt ứng dụng.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_Viva_CS15_CS10_field_controller_2480x750.jpg" style="width: 800px; height: 242px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica Nova</strong>: Thiết bị đo đạc đa năng với tích hợp GPS, công nghệ xác định tọa độ cao cấp và khả năng làm việc trong môi trường khắc nghiệt nhất.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/estacion-total-auscultacion-leica-nova-tm60-permanente.jpg" style="width: 800px; height: 534px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica iCON</strong>: Dòng máy toàn đạc dành riêng cho ngành xây dựng, với tính năng linh hoạt và công nghệ tiên tiến.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/leica-icon-gps-60.jpg" style="width: 800px; height: 568px;" /></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">III. Đơn vị cung cấp máy toàn đạc điện tử Leica UY TÍN</span></span></h2> <br /> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy toàn đạc điện tử của hãng Leica Geosystems, Thụy Sĩ. UY TÍN - CHẤT LƯỢNG!</span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: <strong>0913051734 (call/imesage/zalo)</strong><br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span><br /> </p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: center;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><img alt="" src="/admin/webroot/upload/image/images/Máy toàn đạc diện tử (665 × 295 px) (2).png" style="width: 665px; height: 295px;" /></span></span></p> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> </p> ', 'images' => '2023071215243291bf87733c85c6054f3187c9027e7ff2.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'máy toàn đạc Leica', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-07-12', 'modified' => '2026-04-13', 'status' => '1', 'view' => '13874', 'slug' => 'may-toan-dac-dien-tu-leica-hoi-va-dap', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '371', 'rght' => '372', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 1 => array( 'Post' => array( 'id' => '725', 'name' => 'Một số lỗi thường gặp khi sử dụng máy thủy bình điện tử', 'code' => null, 'alias' => 'mot-so-loi-thuong-gap-khi-su-dung-may-thuy-binh-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">Máy thủy bình</span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-align: justify;"> </span><span style="box-sizing: border-box; background-color: rgb(239, 240, 243); touch-action: manipulation; text-decoration-line: none; text-align: justify;">điện tử</span><span style="text-align: justify; background-color: rgb(239, 240, 243);"> dễ sử dụng nhiều tính năng, hiệu quả nhanh, tiết kiệm thời gian và chi phí thực hiện. có độ chính xác cao, thuận tiện sử dụng, được sử dụng nhiều cho các dự án công trình xây dựng hiện nay.</span></span></span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Máy không lên nguồn</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử thường hoạt động kèm với pin, do đó sẽ có một số trường hợp người dùng lắp pin vào nhưng khi bật nguồn máy lại không lên.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Pin hết năng lượng hoặc pin hư, không còn khả năng cung cấp năng lượng cho thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiếp xúc giữa pin và máy chưa tốt, chưa đủ cọ xát để năng lượng từ pin truyền qua thiết bị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board nguồn của máy thủy bình bị hư, không thể nhận tín hiệu năng lượng từ pin.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra dung lượng pin và sạc pin nếu cần thiết. Mỗi bộ thiết bị thủy bình điện tử chính hãng khi được bán ra đều kèm pin và bộ sạc, bạn có thể dùng bộ sạc để kiểm tra xem mức pin còn bao nhiêu, nếu pin hết năng lượng hãy sạc đầy và lắp lại pin vào máy thủy bình, bật nguồn và kiểm tra lại.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra bộ phận tiếp xúc giữa pin và máy có được đảm bảo hay không, tiến hành tháo lắp pin 2 – 3 lần và bật nguồn để kiểm tra.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, sửa chữa hoặc thay thế Board nguồn. Khi đã thử hai cách trên nhưng máy thủy bình điện tử vẫn không lên nguồn, bạn hãy tìm đến một đơn vị sửa chữa máy thủy bình uy tín để các chuyên viên kỹ thuật kiểm tra Board nguồn, sửa chữa hoặc thay thế nếu cần thiết.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Máy bị hỏng màn hình</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khác với máy thủy bình tự động, máy thủy bình điện tử hoạt động kèm với 1 màn hình để hiển thị dữ liệu. Máy bị hỏng màn hình dẫn đến việc thao tác bị gián đoạn.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm màn hình bị hư, đứt nét.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị đen LCD làm ảnh hưởng đến hiển thị của màn hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Board màn hình bị hư.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục: Bạn không nên tự ý tháo màn hình vì rất dễ làm hư hỏng linh kiện của thiết bị mà nên liên hệ với đơn vị uy tín để được tư vấn thay thế màn hình mới.</span></span><br /> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (Quảng cáo trên Facebook) (5).png" style="width: 680px; height: 356px;" /></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Máy bị lệch bọt thủy</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bọt thủy là bộ phận giúp cân bằng máy thủy bình điện tử. Khi bọt thủy nằm trong vòng tròn hiệu chuẩn ở mọi góc xoay có nghĩa là máy đã ở trạng thái cân bằng tối ưu, có thể sử dụng để đo đạc, thu thập dữ liệu. Bọt thủy của máy thủy bình điện tử bị lệch là trường hợp khi đã cân bọt thủy ở góc máy này, nhưng khi xoay sang góc máy khác thì bọt thủy lại bị lệch khỏi tâm.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình sử dụng lâu ngày làm suy giảm các chức năng của máy, dẫn đến bọt thủy không còn khả năng cân bằng chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quá trình vận chuyển làm máy bị va đập, rơi rớt, làm ảnh hưởng tới các linh kiện trong máy, dẫn đến sai lệch.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và hiệu chuẩn lại bọt thủy của máy thủy bình điện tử. </span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span><br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Máy bị sai cao độ góc i</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai cao độ góc i ở máy thủy bình điện tử nguyên nhân cũng tương tự như khi máy bị lệch bọt thủy.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy đã sử dụng lâu ngày, trong quá trình sử dụng và vận chuyển dẫn đến máy bị sai lệch.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy bị va đập, rơi rớt làm ảnh hưởng đến chức năng đo cao độ góc i của máy.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cân chỉnh, hiệu chuẩn lại chức năng đo cao độ góc i của máy.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm định, hiệu chuẩn lại máy thủy bình điện tử để đảm bảo rằng máy của bạn luôn hoạt động ở trạng thái tốt nhất.</span></span></li> </ul> <h2 style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Giới-Thiệu-Máy-Thủy-Bình-Diện-Tử-Leica-Sprinter-250M-01.png" style="width: 620px; height: 334px;" /></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. Máy không nhìn rõ mục tiêu</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử có hai bộ phận chính: Bộ phận ngắm và bộ phận cân bằng máy. Khi máy không nhìn rõ mục tiêu, nguyên nhân chủ yếu đến từ bộ phận ngắm (ống kính, thị kính, vật kính và ốc điều quang).<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thị kính của máy thủy bình bị dơ, mờ, bị trầy dẫn đến việc nhìn không rõ, hoặc bị vệt trên tầm nhìn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống tiêu cự của máy bị lỗi, máy không thể điều quang dẫn đến nhìn mục tiêu không rõ.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vệ sinh lại thị kính, vật kính và hệ thống ống ngắm cẩn thận, đảm bảo bộ phận ngắm sạch sẽ, sau đó kiểm tra lại tầm nhìn của máy. Nếu thị kính hoặc vật kính bị vỡ cần tiến hành thay thế mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra lại hệ thống tiêu cự của máy thủy bình điện tử, nếu bị lỗi cần tiến hành sửa chữa.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> </span></span> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. Máy không nhận mia</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm khác biệt lớn nhất giữa máy thủy bình tự động và máy thủy bình điện tử là chức năng thu thập dữ liệu. Nếu với máy thủy bình tự động, người dùng phải tự ngắm mia và ghi lại dữ liệu thì máy thủy bình điện tử có thể tự thực hiện chức năng này. Khi máy thủy bình nhận hình ảnh từ mia, máy sẽ tự ghi lại số và lưu lại trong máy, giảm thời gian và khả năng sai sót do ghi số thủ công. Tuy nhiên, trong quá trình sử dụng, có một số trường hợp máy thủy bình điện tử không nhận mia, khiến việc đo đạc gặp khó khăn.<br /> <br /> Nguyên nhân:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đo có ánh sáng quá cao, hệ thống ống ngắm không thể nhìn rõ các vạch trên mia.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mã vạch trên mia bị mờ do quá trình sử dụng lâu ngày hoặc do sử dụng các loại mia không chính hãng, chất lượng sản phẩm không đảm bảo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ đo cạnh của máy thủy bình điện tử bị lỗi, dẫn đến máy không thể nhận tín hiệu từ mia.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">>>> Cách khắc phục:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Làm giảm độ sáng tại vị trí đo, đảm bảo ánh sáng vừa đủ, không bị lóe sáng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra mã vạch trên mia, nếu vạch bị mờ cần tiến hành thay thế mia mới.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra, cân chỉnh và sửa chữa lại bộ đo cạnh của máy thủy bình điện tử.</span></span></li> </ul> <h2 style="text-align: center;"> <span style="display: none;"> </span><span style="display: none;"> </span><img alt="" src="/admin/webroot/upload/image/images/White Minimalist Phone Sale Facebook Ad (26).png" style="width: 680px; height: 356px;" /><span style="display: none;"> </span><span style="display: none;"> </span></h2> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. Máy bị hỏng bộ vi động, ốc cân bằng máy cong, đế máy bị vỡ</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình điện tử bị hỏng bộ vi động, ốc máy cân bằng bị cong hay đế máy bị vỡ nguyên nhân thường do tác động của ngoại lực từ bên ngoài như: Máy bị rơi rớt, va đập trong quá trình sử dụng, vận chuyển…<br /> <br /> >>> Cách khắc phục: Thay thế các linh kiện mới cho máy. </span></span><br /> <br /> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">8. Địa chỉ cung cấp, sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;"> </span></span></span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color: rgb(0, 0, 0);"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p> <br /> <ul> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cung cấp dịch vụ với giá cả phải chăng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Giải quyết triệt để lỗi cho khách hàng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Đưa ra giải pháp cho khách hàng để đảm bảo tiến độ công việc.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Hỗ trợ kỹ thuật 24/7 cho khách hàng.</span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Cam kết thay thế hàng chính hãng, đúng báo giá.</span></span></span></li> </ul> <br style="margin: 0px; padding: 0px;" /> <div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">Máy thủy bình giá tốt nhất thị trường!</span></a></span></strong></span></span></div> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" /> <span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span><br /> <br /> <br /> <span style="display: none;"> </span><span style="display: none;"> </span><span style="display: none;"> </span></p> <p style="text-align: center;"> </p> ', 'images' => '20230704143801c5eb0d3742fb8b6ad56547ffad0ba043.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình điện tử', 'meta_key' => 'Máy thủy bình, maythuybinh, may thuy binh, máy thủy chuẩn, máy thủy bình giá rẻ, máy thủy bình tốt', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-07-04', 'modified' => '2026-04-13', 'status' => '1', 'view' => '14414', 'slug' => 'mot-so-loi-thuong-gap-khi-su-dung-may-thuy-binh-dien-tu', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '369', 'rght' => '370', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '724', 'name' => 'Cho thuê máy toàn đạc Leica, Nikon, Topcon, Sokkia - UY TÍN, CHẤT LƯỢNG, GIÁ RẺ!', 'code' => null, 'alias' => 'cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">A. Ưu điểm của việc thuê máy toàn đạc</span></span></span><br /> </h2> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuê máy toàn đạc đã trở thành một giải pháp tối ưu phổ biến trong ngành xây dựng, công nghiệp và địa chất. Với những lợi ích vượt trội mà nó mang lại, việc thuê máy toàn đạc điện tử có thể được coi là một quyết định thông minh, sáng suốt, tiết kiệm thời gian và tiền bạc cho các dự án đo đạc nhanh chóng.</span></span></span><br /> </p> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tiết kiệm chi phí</strong>: Thay vì phải đầu tư một khoản lớn để sở hữu thiết bị bạn chỉ phải trả một khoản phí thuê hợp lý. Điều này giúp giảm bớt áp lực tài chính và tối ưu hóa nguồn lực cho các công trình xây dựng khác.</span></span></span></li> </ul> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Được trang bị các thiết bị hiện đại</strong>: Công nghệ liên tục thay đổi phát triển và máy toàn đạc điện tử ngày càng được cải tiến mới với nhiều tính năng thông minh. Khi thuê máy toàn đạc, bạn sẽ được trang bị những thiết bị công nghệ mới nhất và hàng chất lượng cao. Điều này giúp tăng khả năng làm việc hiệu quả và chính xác hơn.</span></span></span></li> </ul> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ kỹ thuật chuyên nghiệp:</strong> Thông qua việc thuê máy toàn đạc từ ở công ty trắc địa cung cấp uy tín, bạn sẽ được hỗ trợ kỹ thuật từ những chuyên gia kỹ sư trắc địa có kinh nghiệm trong lĩnh vực này. Họ có thể cung cấp hướng dẫn sử dụng, tư vấn về các tính năng của máy và giải đáp những câu hỏi liên quan. Điều này giúp đảm bảo rằng bạn sử dụng máy toàn đạc một cách hiệu quả và đạt được mục tiêu đo đạc của bạn.</span></span></span></li> </ul> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/262902911_4599318893479992_869197789067446392_n.jpg" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 620px; height: 496px;" /></p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B. Ứng dụng của máy toàn đạc</span></span></span></h2> <br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xây dựng và kiến trúc</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với khả năng đo đạc chính xác và nhanh chóng, máy toàn đạc giúp xác định vị trí và kích thước của các công trình xây dựng. Nó cung cấp thông tin quan trọng để thiết kế và triển khai các bản vẽ kỹ thuật.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chất và môi trường</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực địa chất và môi trường, máy toàn đạc được sử dụng để thăm dò và điều tra các đặc điểm địa hình, đo lường khoảng cách và góc độ. Máy toàn đạc cho phép các nhà khoa học và kỹ sư thu thập dữ liệu chính xác để nghiên cứu địa chất và môi trường, đo đạc sự biến đổi đất đai, xác định vị trí các tầng đất, hay theo dõi môi trường tự nhiên.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đường hầm và cầu đường</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong các dự án đường hầm và cầu đường quan trọng máy toàn đạc có khả năng làm việc trong môi trường khó khăn như dưới lòng đất hay trên mặt nước. Chúng được sử dụng để đo lường và kiểm tra độ chính xác của các công trình này, bao gồm việc xác định độ cao, kích thước và hình dạng.</span></span><br /> </p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khai thác mỏ và dự án năng lượng</span></span></li> </ul> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong ngành khai thác mỏ và dự án năng lượng, máy toàn đạc cung cấp những giải pháp đo đạc hiệu quả. Máy có thể được sử dụng để xác định vị trí và hướng di chuyển của các đường ống, cáp điện, hay các thiết bị liên quan đến khai thác tài nguyên. Nó cũng giúp trong việc đo lường diện tích và thể tích của các khu vực khai thác.</span></span><br /> </p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C. Lợi ích khi thuê máy toàn đạc tại Trắc địa Thành Đạt</span></span></span></h2> <br /> <ul> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Chi phí thuê máy đo đạc hợp lý, phù hợp với mọi đối tượng khách hàng.</span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Sản phẩm cho thuê là chính hãng. Các thiết bị được hiệu chuẩn và kiểm nghiệm trước khi cho thuê.</span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Tiết kiệm thời gian và chi phí bảo quản thiết bị (do được Trắc địa Thành Đạt hỗ trợ và đồng hành).</span></span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Được hướng dẫn sử dụng thiết bị miễn phí và được hỗ trợ kỹ thuật trong suốt quá trình đo đạc.</span></span></span></span></span></span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none"><span class="WdYUQQ text-decoration-none text-strikethrough-none">Có nhiều lựa chọn về model máy, số lượng, hãng sản xuất phù hợp nhằm đáp ứng yêu cầu từng công việc và quy mô dự án khác nhau.</span></span></span></span></span></span></span></li> </ul> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Banner cho thuê(1).png" style="width: 620px; height: 480px;" /></p> ', 'images' => '202306301101391234188fcd92b5895e1b963955b27a3f.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'cho thuê máy toàn đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '723', 'name' => 'Sai số góc i ở máy thủy bình tự động - cách kiểm tra và khắc phục ', 'code' => null, 'alias' => 'sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong quá trình di chuyển, vận hành sử dụng máy thuỷ bình không thể tránh khỏi những va chạm gây ảnh hưởng tới độ chính xác của máy. Khi đó kết quả công việc sẽ không còn đảm bảo độ chính xác, bạn cần phải kiểm tra hiệu chỉnh lại thiết bị của mình. Một trong những sai số chính gây sai lệch kết quả trên máy thuỷ bình chính là sai số góc i. </span></span>', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Sai số góc i là gì</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sai số góc i</span> là độ lệch của các tia ngắm nằm ngang ở trên máy thủy bình so với mặt nước biển phẳng lặng. Khi máy thuỷ bình tồn tại sai số góc i sẽ dẫn đến các kết quả đo cao độ không còn chính xác. Khi khoảng các đọc từ máy thủy bình đến mia càng xa thì kết quả sẽ chịu ảnh hưởng của sai số góc i càng lớn.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chính vì sự ảnh hưởng rất lớn của sai số góc i tới kết quả đo nên <span style="box-sizing: border-box;">trước khi bắt đầu triển khai dự án cần có công tác kiểm tra sai số góc i</span> để đảm bảo độ chính xác của kết quả đo.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nếu trong quá trình kiểm tra thấy sai số lớn, vượt quá giới hạn cho phép trong tiêu chuẩn. Lúc này thiết bị của bạn cần được mang đến các trung tâm <span style="box-sizing: border-box; touch-action: manipulation;">kiểm định hiệu chỉnh lại máy thủy bình</span>, nhằm tránh ảnh hưởng của các nguồn sai số đến kết quả đo.</span></span></span></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm nghiệm sai số góc i máy thủy bình là kiểm tra độ lệch của tia ngắm nằm ngang, kiểm tra để có phương án hiệu chuẩn, hạn chế sai sót trong phép đo cao độ. Cách kiểm tra sai số góc i ngoài thực địa là dùng phương pháp đo khép trạm giữa hai mốc cố định A và B.</span></span></span><br /> <br /> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/may-thuy-binh-dung-de-lam-gi.jpg" style="width: 547px; height: 500px;" /></span></span></span></p> <h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cách kiểm tra sai số góc i</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 1:</strong> Dùng 2 thước vạch đặt tại 2 điểm A và B cách nhau một khoảng Δ = 60 m. Máy sẽ được đặt tại vị trí Δ/2 giữa 2 điểm A và B như hình sau:</span></span><br /> </p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify; box-sizing: border-box;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm).png" style="width: 800px; height: 258px;" /></span></span></span></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 2:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Sau khi máy được đặt đúng vị trí như hình, tiến hành đọc số trên thước A (hA).</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 3:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Quay máy 180° và đọc số trên thước B (hB). Kết quả sẽ thu được hiệu giữa 2 số đọc là: Δh1 = hA – hB.</span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <strong style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">Bước 4:</strong><span style="color: rgb(0, 0, 0); text-align: justify;"> Di chuyển máy và đặt máy tại vị trí cách 1 khoảng là Δ1 so với vị trí thước đặt tại điểm A. Xem minh họa như trên hình sau:</span></span></span><br style="color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;" /> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;"><span style="text-align: justify;"><img alt="" src="/admin/webroot/upload/image/images/Blue Minimalist Contact Us Facebook Post (665 × 295 px) (114 × 82 cm) (62 × 20 cm) (42 × 10 cm) (300 × 400 px) (80 × 10 cm) (62 × 20 cm) (2)(1).png" style="width: 800px; height: 258px;" /></span></span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><strong style="text-align: justify;">Lưu ý:</strong><span style="text-align: justify;"> Δ1 không bé hơn khoảng cách tối thiểu mà máy thủy bình cần kiểm tra có thể đo được.</span></em><br style="text-align: justify;" /> <br /> <strong style="text-align: justify;">Bước 5:</strong><span style="text-align: justify;"> Khi đã đặt máy chính xác, ta sẽ đọc số đọc số trên thước A (hA’).</span><br style="text-align: justify;" /> <strong style="text-align: justify;">Bước 6:</strong><span style="text-align: justify;"> Tiếp tục quay máy 180° đọc số trên thước B (hB’). Cuối cùng xác định được hiệu giữa 2 số đọc là: Δh2 = hA’ – hB’.</span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bước 7:</strong> Xác định sai số góc i của máy thủy bình</span></span></p> <ul style="box-sizing: border-box; list-style-position: initial; list-style-image: initial; margin-top: 0px; padding: 0px; margin-bottom: 1.3em; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 1: Nếu (Δh1-Δh2) ≤ 3mm góc i của máy đạt tiêu chuẩn có thể tiếp tục các thao tác đo đạc với máy thủy bình</span></span></span></li> <li style="box-sizing: border-box; margin-bottom: 0.6em; margin-left: 1.3em; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Trường hợp 2: Nếu (Δh1-Δh2) >3mm máy thuỷ bình cần được kiểm tra và hiệu chỉnh để loại bỏ sai số này, nhằm tránh ảnh hưởng tới kết quả đo.</span></span></span></li> </ul> <h2 id="b-dia-chi-cung-cap-may-toan-dac-cu-uy-tin-tai-ha-noi " style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">3. Nguyên nhân và cách khắc phục, xử lý sai số góc i máy thủy bình</strong></span></span></span></span></span></h2> <br /> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <em><strong><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Nguyên nhân: </span></span></span></strong></em><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Do đặc thù công tác đo đạc là đo thực tế, môi trường ngoại cảnh, vì vậy khó tránh khỏi được các tác động bên ngoài như:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động vật lý, va chạm với các vật thể khác trong quá trình di chuyển.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các trường hợp rơi rớt không mong muốn.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết bị sử dụng thời gian dài không được kiểm định, kiểm tra định kỳ...</span></span></span></li> </ul> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Các tác động này chính là nguyên nhân dẫn đến lỗi sai cao độ góc i của máy thủy bình và các lỗi khác như:</span></span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Máy thủy bình bị lệch bọt thủy, làm cho cao độ của máy bị sai.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc tự cân bằng của máy thủy bình bị lỗi, hoạt động không chính xác, dây chữ thập hồi về không đúng khiến máy bị sai.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mia bị nghiêng dẫn đến kết quả đo bị đọc sai.</span></span></span></li> </ul> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa phần các nguyên nhân trên đều có thể khắc phục và xử lý khi được phát hiện kịp thời.</span></span></span></p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <strong><em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Cách khắc phục, xử lý lỗi sai cao độ góc i máy thủy bình</span></span></span></em></strong></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế các tác động vật lý trong quá trình sử dụng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cẩn thận trong quá trình di chuyển thực địa, tránh để thiết bị rơi rớt.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến hành kiểm định, hiệu chuẩn lại sai số góc i theo định kỳ.</span></span></span></li> </ul> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); margin: 0px; padding: 0px;">4. Địa chỉ sửa chữa và hiệu chỉnh máy thủy bình UY TÍN tại Hà Nội</strong></h2> <h2 style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span></span></span></span></h2> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Là đơn vị chuyên cung cấp<span style="box-sizing: border-box;"> dịch vụ sửa chữa, hiệu chỉnh máy thuỷ bình có uy tín và kinh nghiệm trên 20 năm tại Hà Nội, Trắc địa Thành Đạt cam kết: </span></span></span></span></p> <br /> <ul> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="color:#000000;"><span style="margin: 0px; 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padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 19px;" /> <span style="margin: 0px; padding: 0px; font-family: "Roboto Condensed", sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">>>> Cần tư vấn hay hỗ trợ liên hệ trực tiếp với chúng tôi qua số điện thoại: </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook : </span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Thành Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" /> <span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 Láng Hạ – Đống Đa – Hà Nội</span></span></span></p> <br /> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Banner (6)(1).png" style="width: 800px; height: 419px;" /></p> ', 'images' => '20230613161608bf1441d7309d39dcda6ef0cd7b63dc28.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy thủy bình', 'meta_key' => 'Máy thủy bình, maythuybinh, may thuy binh, máy thủy chuẩn, máy thủy bình giá rẻ, máy thủy bình tốt', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-06-13', 'modified' => '2026-04-13', 'status' => '1', 'view' => '21331', 'slug' => 'sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '365', 'rght' => '366', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '722', 'name' => 'Tìm hiểu về máy định vị GNSS RTK của hãng Geomate', 'code' => null, 'alias' => 'tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="line-height: 107%; color: rgb(51, 62, 72); background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">GEOMATE</span></strong><span style="line-height: 107%; color: rgb(51, 62, 72); background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> là thương hiệu đến từ Singapore, được thành lập vào năm 2018. </span><strong style="box-sizing: border-box"><i>GeoMate Positioning</i></strong> cung cấp các hệ thống và giải pháp khảo sát trên mặt đất, hàng hải và trên không cao cấp cho khách hàng trên toàn thế giới. </span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="color:#000000;"><strong>I. Tìm hiểu về hãng Geomate - Singapore và các dòng máy RTK của hãng</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="color:#b22222;"><strong>GEOMATE</strong></span> là thương hiệu đến từ Singapore, được thành lập vào năm 2018. <span style="color:#b22222;"><strong>GeoMate Positioning</strong></span> cung cấp các hệ thống và giải pháp khảo sát trên mặt đất, hàng hải và trên không cao cấp cho khách hàng trên toàn thế giới. Với nhiều kinh nhiệm trong ứng dụng địa lý học, nhóm phát triển các giải pháp khảo sát đáp ứng đầy đủ mong đợi của khách hàng về hoạt động hiệu quả nhất trong lĩnh vực trắc địa. Với việc xây dựng nhà máy tại Singapore Geomate <strong>đảm bảo rằng các sản phẩm của hãng luôn đạt được các tiêu chuẩn chất lượng cao nhất</strong>. Các giao thức và giải pháp của GeoMate cực kỳ đáng tin cậy và là sự lựa chọn hoàn hảo của khách hàng trên toàn thế giới.</span><br /> <br /> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;">Máy định vị GNSS RTK của Geomate được sử dụng trong: khảo sát trắc đạc, nghiên cứu địa lý, khảo sát địa chất, nông nghiệp, hàng không… . Cụ thể: </span></p> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Khảo sát thành lập lưới khống chế tọa độ với sai số cực thấp.</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Đo vị trí chi tiết, phục vụ công tác lập bản đồ, nghiên cứu địa hình, địa chính…</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Bố trí điểm trên mặt đất cho chuyển điểm, thiết kế thực địa.</span></li> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Tính diện tích, giao hội, bố trí đường cong diện tích.</span></li> </ul> <div align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Ba dòng máy của hãng Geomate là SG5, SG7 và SG9 <span style="color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif;">có khả năng cho kết quả đo đạc với độ chính xác cực kỳ cao. Các máy đều được tối ưu, cải tiến để đo đạc ở những khu vực có điều kiện khó khăn. </span></span></div> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px;"> <span style="font-size:14px;">Hiệu suất RTK của 3 dòng SG5, SG7, SG9 đều tốt hơn khi tiến hành khảo sát tại các vị trí khó. Những nơi như dưới tán cây, gần tòa nhà cao,… đều có độ chính xác và độ tin cậy vượt trội.</span></li> <li> <span style="font-size:14px;">Tích hợp thêm bộ lọc tín hiệu mới. Tính năng này giúp lọc các tín hiệu từ các vệ tinh bất chấp chất lượng tín hiệu kém hay nhiễu sóng ở trong khu vực đông dân cư.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li> <span style="font-size:14px;">Thu nhận và sắp xếp các tín hiệu linh hoạt. Cả 3 thiết bị đều có khả năng tích hợp và kết hợp các tín hiệu từ các hệ thống vệ tinh, trạm CORS hãy các trạm thu tín hiệu mặt đất khác. Khả năng này hoàn toàn tối ưu độ chính xác ngay tại vị trí đo.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> <ul> <li> <span style="font-size:14px;">3 dòng máy RTK Geomate mới này đều có khả năng bắt được nhiều vệ tinh hơn và tín hiệu hơn. Do có hiệu suất RTK và khả năng thu kênh đều từ 600 kênh trở lên.</span></li> </ul> </div> <div style="box-sizing: border-box; margin: 0px; padding: 0px;"> </div> </div> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;">II. So sánh 3 dòng máy RTK của hãng Geomate</span></h2> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <br /> <span style="font-size:14px;"><iframe allow="fullscreen" allowfullscreen="allowfullscreen" loading="lazy" src="https://www.canva.com/design/DAFlZbTVW_c/view?embed" style="position: relative; width: 100%; height: 600px; max-height: 80vh; border: none; padding: 0; margin: 0; overflow: hidden;"></iframe></span></p> <h2 align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III. Đơn vị cung cấp máy RTK UY TÍN</span></span></h2> <br /> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">CÔNG TY CP CÔNG NGHỆ VÀ TM THÀNH ĐẠT chuyên nhập khẩu và cung cấp các máy GNSS RTK của các hãng: Hi - Target, E-survey, eFix, Foif, Geomate,.... tại Việt Nam. </span></span></span></p> <p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Liên hệ: </strong></u><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> Số 145 Láng Hạ, Đống Đa, Hà Nội<br style="margin: 0px; padding: 0px;" /> Số 5/161 Nguyễn Tuân. Thanh Xuân, Hà Nội<br style="margin: 0px; padding: 0px;" /> Tel: 024.37764930<br style="margin: 0px; padding: 0px;" /> Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" /> Website: </span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px;"> </span><br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Luôn đồng hành cùng bạn!</strong></span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span></span></p> <p align="justify" style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: justify;"> </p> <p style="box-sizing: border-box; margin: 0px; padding: 0px 0px 10px; color: rgb(0, 0, 0); font-family: "Open Sans", sans-serif; font-size: 18px; text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Gray Fashion Shop Online Instagram Story (665 × 295 px) (10).png" style="width: 665px; height: 295px;" /></p> ', 'images' => '20230610130103ba655f12a66201f445f6816a87ffe480.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy RTK', 'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2023-06-10', 'modified' => '2026-04-13', 'status' => '1', 'view' => '16595', 'slug' => 'tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '363', 'rght' => '364', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '721', 'name' => 'Định vị công trình bằng máy toàn đạc điện tử', 'code' => null, 'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt <span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span> của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.</span></span></span><span style="font-size:11.5pt; font-family:Montserrat;color:#333333"><o:p></o:p></span></p> ', 'content' => '<h2> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Tìm hiểu về định vị thi công công trình </strong></span></span></span></h2> <br /> <p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi công công trình là công tác trắc địa nhằm xác định vị trí mặt bằng của các điểm, các đường thẳng, các điểm chi tiết của công trình xây dựng trên đất liền cũng như trên mặt nước theo đúng thiết kế.<br /> <br /> Định vị công trình bằng máy toàn đạc có thể hiểu là thao tác sử dụng máy toàn đạc để khảo sát, xác định vị trí tọa độ công trình chi tiết, nhanh chóng và chính xác. Các kỹ sư sẽ nhập các tham số trên bản vẽ vào máy. Sau đó, các thuật toán của máy toàn đạc sẽ xử lý những số liệu này. Cuối cùng, máy toàn đạc sẽ khảo sát, xác định chi tiết và xác thực những vị trí điểm ra thực địa. <br /> <br /> Chỉ cần trích xuất những vị trí tọa độ chính xác điểm trên bản vẽ sang <strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">máy toàn đạc điện tử</a> , </strong> máy sẽ xử lý các thông số này. Sau đó, máy triển khai vị trí những tim trục trên bản đồ lên thực địa. Nhờ vậy, sẽ định vị được xác thực tim trục của nền móng cho những bước thi công tiếp theo.</span></span></span></p> <p style="text-align: center;"> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p> <h2> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương pháp thực hiện định vị công trình bằng máy toàn đạc điện tử</strong></span></span></span></h2> <p style="text-align: center;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p> <p style="text-align: center;"> <em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Bản vẽ mặt bằng mộtt nhà xưởng</span></span></span></em><br /> </p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị công trình theo đường chuẩn là đường thẳng): một đường chuẩn có thể được хác định bằng cách tham chiếu tới 1 đường thẳng gốc đã biết. <br /> <br /> 1. Xác định đường gốc<br /> <br /> Một đường gốc được gắn ᴠới 2 điểm gốc ᴠà được хác định theo 3 cách: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br /> <br /> a) Đo tới điểm gốc. Nhập tên điểm <strong>PtID</strong> ᴠà đo bằng phím <br /> b) Với điểm gốc đã biết toạ độ tìm kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong máу.<br /> (1) Điểm gốc trang bị 1 <br /> (2) Điểm gốc thứ hai.<br /> (3) Đường gốc.<br /> (4) Đường chuẩn.<br /> <br /> 2. Dịch chuуển/Quaу đường gốc<br /> Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc là quaу. Tất cả các kết quả đo ѕau đó ѕẽ ảnh hưởng đến đường chuẩn.<br /> <strong>BP</strong>: Điểm gốc.<br /> <strong>BL</strong>: Đường gốc.<br /> <strong>RP</strong>: Điểm chuẩn.<br /> <strong>RL</strong>: Đường chuẩn.<br /> <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br /> <strong>L</strong>: Dịch chuуển theo chiều dọc.<br /> <strong>R</strong>: Thông ѕố quaу.<br /> <br /> Nhập thông ѕố: Sử dụng phím nàу để chuуển con trỏ đến trường thông ѕố bắt buộc nhập. Ta có thể nhập các thông ѕố như ѕau:<br /> <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề phía bên cần của đường gốc, ᴠào hướng của đường gốc (BP1-BP2).<br /> <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc tính từ điểm gốc trước tiên theo hướng từ điểm gốc đầu tiên tới điểm gốc vật dụng hai.<br /> <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br /> <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br /> <strong>Ref.Hgt:Point1:</strong> Chênh cao ѕo ᴠới điểm gốc chuẩn nhất.<br /> <strong>Point 2</strong>: Chênh cao ѕo ᴠới điểm gốc chuẩn hai.<br /> <strong>Interpolated:</strong> Chênh cao dọc theo đường chuẩn.<br /> <strong>No height</strong>: Chênh cao không được tính toán ᴠà hiển thị.<br /> <br /> 3. Tiến hành đo hoặc chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa. Tiến hành đo đến điểm đích. Chuуển ѕang chế độ chuуển điểm bề ngoài ra thực địa.<br /> <br /> 4. Ứng dụng tương trợ “Line&Offѕet”: tính toán ra ᴠị trí của điểm đo ѕo ᴠới đường chuẩn bằng cách hiển thị các lệch dọc trục, lệch ngang, chênh cao…<br /> </span></span></span><br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc công trình hay đo đạc công trình là khảo sát và khai triển bản vẽ thiết kế của công trình ra thực địa, dùng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Quan trắc dịch chuyển của công trình ra thực địa, chuyên dụng cho thi công và giám sát xây dựng công trình đúng bản vẽ thiết kế. Công cụ đo bằng những mẫu máy đo đạc như máy kinh vĩ, máy thủy bình,máy đo khoảng cách laser, máy toàn đạc điện tử … </span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của công tác trắc địa trong xây dựng là đảm bảo cho công trình được xây dựng đúng kích thước hình học và đúng vị trí thiết kế. Chỉ khi hai yêu cầu này được đáp ứng thì công trình mới mang thể vận hành an toàn. </span></span></span></p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;"> <span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi công công trình</span></h2> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>Máy thủy bình tự động, máy thủy bình điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Xác định cao độ, dẫn mốc cao độ, đo chênh cao, quan trắc lún…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">Máy toàn đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Bố trí trí tọa độ thiết kế ra thực địa; tính toán khoảng cách ngang, đứng, góc phương vị của đường, tọa độ điểm, diện tích và bố trí đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền…</span></span></span></li> </ul> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">Máy định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span> Khảo sát thành lập lưới khống chế tọa độ; bố trí điểm phục vụ cho công tác chuyển điểm thiết kế ra thực địa; giao hội, bố trí đường cong, tính diện tích…</span></span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p> ', 'images' => '202305301610048b836b9276e806fc2f8458b2bc05f8fc.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy toàn đạc điện tử', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 6 => array( 'Post' => array( 'id' => '720', 'name' => 'Sai số trong đo đạc và cách khắc phục', 'code' => null, 'alias' => 'sai-so-trong-do-dac-va-cach-khac-phuc', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là không thể tránh khỏi. Tuy nhiên, để việc đo đạc đạt hiệu quả, người thực hiện cần hiểu nguyên nhân để áp dụng phương pháp hạn chế phù hợp nhất.</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sai số trong đo đạc là gì?</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số trong đo đạc là khoảng giá trị chênh lệch giữa những lần đo hoặc giá trị tính được so với giá trị thực tế hay giá trị chính xác của một đại lượng nào đó. Hoặc có thể hiểu đơn giản, sai số trong đo đạc là giá trị chênh lệch giữa giá trị đo với giá trị thực tế theo một xác suất nhất định.<br /> <br /> Trong quá trình đo đạc, việc thực hiện đo nhiều lần cùng một đại lượng sẽ mang lại những giá trị đo giữa các lần đo không giống nhau. Điều đó cho thấy rằng giữa các kết quả đo luôn có sai số, đồng thời giá trị đo được chỉ mang tính tương đối, gần đúng.<br /> <br /> Sai số thực được ký hiệu là ∆i và sai số gần đúng được ký hiệu là Vi. Các sai số này được tính theo công thức:<br /> <br /> <strong>∆i = X – Li<br /> Vi = x – Li</strong><br /> <br /> Với:</span></span><br /> <ul> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X là giá trị thực</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">x là giá trị gần đúng nhất (trị xác suất)</span></span></em></li> <li> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li là giá trị đo lần thứ i.</span></span></em></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bởi vì điều kiện đo giữa các lần đo là khác nhau, thế nên sẽ dẫn đến ∆i và Vi giữa các lần đo cũng khác nhau.<br /> <br /> Sai số trong đo đạc phát sinh từ nhiều nguồn khác nhau, dựa vào các nguồn đó để phân loại sai số và từ đó có cách giảm thiểu tương ứng.</span></span><br /> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Anwendung1-Bosch-GIM-60-Digitaler-Neigungsmesser.jpg" style="width: 620px; height: 414px;" /></span></span></p> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Phân loại sai số trong đo đạc</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dựa vào nguồn gốc gây ra sai số, có 3 loại sai số trong đo đạc:</span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.1 Sai số sai lầm </strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này được phát sinh từ sự thiếu cẩn thận trong quá trình đo, chẳng hạn như đo sai, tính sai hoặc có thể là ghi sai. Khi đo lặp lại ít nhất 1 lần, người đo sẽ có thể phát hiện được sai số này.<br /> Trong quá trình đo đạc, thông thường sẽ gặp một số trường hợp có xuất hiện sai số rất lớn của giá trị tuyệt đối mà lẽ ra sẽ không mắc phải với điều kiện đó, những sai số đó chính là sai số sai lầm.<br /> <br /> <em><strong>Ví dụ:</strong> Một ngôi nhà cho giá trị chiều dài là 50 mét, nhưng khi đo lại cho kết quả là 52 mét, thì 2 mét chính là giá trị sai số sai lầm.</em></span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.2 Sai số hệ thống</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này phát sinh do dụng cụ đo chưa được hoàn chỉnh, do tật của người đo, hoặc có thể phát sinh do sự thay đổi của điều kiện ngoại cảnh. Sai số hệ thống có giá trị và dấu không đổi và xuất hiện lặp đi, lặp lại giữa các lần đo.<br /> <br /> <em><strong>Ví dụ</strong>: Khi đo một đoạn thẳng bằng thước dài 20 mét, nhưng trên thực tế, chiều dài lúc đó của thước đang là 20.001 mét. Vì vậy, mỗi lần sử dụng thước để đo, kết quả sẽ có độ lớn sai số là 1 milimet, đây được gọi là sai số hệ thống.</em></span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.3 Sai số ngẫu nhiên</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Loại sai số này sinh ra từ kết quả của sự tác động qua lại giữa nhiều nguồn sai số khác nhau, cũng như do sự biến đổi không ngừng của điều kiện đo đạc. Sai số ngẫu nhiên có dấu và giá trị không thể xác định cụ thể trước, có thể lớn, bé, âm dương,…<br /> <br /> <strong>Sai số ngẫu nhiên có một số tính chất như:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính giới hạn: Khi đo đạc trong một điều kiện xác định, sai số ngẫu nhiên không vượt giới hạn nhất định.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính tập trung: Giá trị tuyệt đối của sai số ngẫu nhiên càng nhỏ, số lần xuất hiện của sai số càng nhiều.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính đối xứng: Những sai số ngẫu nhiên có giá trị tuyệt đối bằng nhau, nhưng trái dấu với nhau thì có số lần xuất hiện ngang nhau.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính bù trừ: Trung bình cộng giữa các sai số ngẫu nhiên sẽ dần tiến về giá trị “0” khi số lần đo tăng lên vô hạn.</span></span></li> </ul> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ví dụ:</strong> Một thước đo có độ chia nhỏ nhất đến đơn vị milimet thì sai số khi đọc thước ở phần ước lượng có giá trị nhỏ hơn milimet được gọi là sai số ngẫu nhiên.</span></span></em> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách khắc phục sai số trong đo đạc</strong></span></span></h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối với từng loại sai số khác nhau, sẽ có các phương pháp để hạn chế sai số phù hợp. Cụ thể:</span></span><br /> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.1 Đối với sai số sai lầm</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số sai lầm là dạng sai số xuất phát từ nguyên nhân chủ quan, do đó loại sai số này có thể được khắc phục bằng cách:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc kỹ, cẩn thận, không cho phép phát sinh sai lầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phải xác định được sai lầm cụ thể để loại bỏ khỏi kết quả đo thông qua việc kiểm tra lặp lại kết quả.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.2 Đối với sai số hệ thống</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số hệ thống có thể được hạn chế bằng các phương pháp như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường xuyên kiểm nghiệm và hiệu chỉnh dụng cụ, thiết bị đo.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi phương pháp đo phù hợp với điều kiện ngoại cảnh hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính toán số hiệu chỉnh vào các kết quả đo đạc.</span></span></li> </ul> <h3> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3.3 Đối với sai số ngẫu nhiên</strong></span></span></h3> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số ngẫu nhiên là loại sai số không thể loại bỏ, người đo đạc chỉ có thể hạn chế bằng phương pháp:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thiết bị, dụng cụ đo tốt hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thay đổi, sử dụng phương pháp đo phù hợp hơn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn thời điểm thực hiện đo và số lần đo đạc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tính kết quả trung bình từ những sai số ngẫu nhiên sau nhiều lần đo đạc và trong các điều kiện đo khác nhau.</span></span></li> </ul> <h2> <br /> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. Đơn vị kiểm nghiệm, hiệu chỉnh thiết bị đo đạc UY TÍN</strong></h2> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trắc địa Thành Đạt</strong> là đơn vị chuyên cung cấp và hiệu chỉnh các thiết bị đo đạc UY TÍN tại Việt Nam. Với đội ngũ kỹ thuật viên có tay nghề cao, có kinh nghiệm nhiều năm trong hoạt động sửa chữa, kiểm nghiệm thiết bị đo đạc Trắc địa Thành Đạt sẽ là điểm đến uy tín với mọi khách hàng khi có nhu cầu. </span></span></p> <p style="text-align: center;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0); text-align: center; margin: 0px; padding: 0px;">---------</strong></p> <p style="text-align: center;"> <br style="text-align: center; margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px;" /> <span style="text-align: center; margin: 0px; padding: 0px; font-family: arial; font-size: 13px; color: rgb(204, 51, 0);"><span style="margin: 0px; padding: 0px; font-family: "trebuchet ms", helvetica, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 15.2px;"><span style="margin: 0px; padding: 0px; font-size: 13px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">TRẮC ĐỊA THÀNH ĐẠT - LUÔN ĐỒNG HÀNH CÙNG BẠN!</strong></span></span></span></span></span><br style="margin: 0px; padding: 0px;" /> <br style="margin: 0px; padding: 0px;" /> <span style="margin: 0px; padding: 0px; font-family: Arial, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Website: </span></span></span></span><span style="text-align: center; margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: Arial, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR0x636a91TsCqofuE-ef6CJaPwGi8ex_pmRzQ9FGfSh79coomyKg0kW80w" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">www.tracdiathanhdat.vn</span></a></span></span><br style="text-align: center; margin: 0px; padding: 0px; font-size: 13px; color: rgb(0, 0, 0); font-family: Arial, sans-serif;" /> <br style="text-align: center; margin: 0px; padding: 0px; font-size: 13px; color: rgb(0, 0, 0); font-family: Arial, sans-serif;" /> <span style="text-align: center; margin: 0px; padding: 0px; font-family: arial; font-size: 13px; color: rgb(204, 51, 0);"><span style="margin: 0px; padding: 0px; font-family: Arial, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Hotline: <strong style="margin: 0px; padding: 0px;">0<span style="margin: 0px; padding: 0px; font-family: "lucida sans unicode", "lucida grande", sans-serif;">913 051 734/0942 288 388</span></strong></span></span></span></span></p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Banner 21_4.png" style="width: 620px; height: 620px;" /></span></span></p> ', 'images' => '2023052510084176e7dd8aea9bcb2f5c43cb9a723c15c3.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Sai số trong đo đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 7 => array( 'Post' => array( 'id' => '719', 'name' => 'Hướng dẫn nhanh cách giao hội máy toàn đạc Leica, Nikon, Topcon, Sokkia', 'code' => null, 'alias' => 'huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hướng dẫn nhanh cách giao hội máy toàn đạc Leica, Nikon, Topcon!</span></span>', 'content' => '<h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66); text-align: justify;">1. Khi nào cần thiết lập trạm máy bằng phương pháp giao hội?</span></span></span></h2> <br /> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(73, 73, 73);">Thiết lập trạm máy bằng phương pháp giao hội được thực hiện khi tại vị trí đo đạc hai mốc bị vướng các địa vật và các mốc không thể thông hướng với nhau, không thể thiết lập được trạm máy theo phương pháp thông thường (điểm đặt máy và điểm định hướng), lúc này cần sử dụng phương pháp giao hội để xác định tọa độ điểm đặt máy dựa vào hai điểm gốc.</span></span></span><br /> </p> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/Mo-ta-thiet-lap-tram-may-bang-phuong-phap-giao-hoi-600x327.jpg" style="width: 600px; height: 327px;" /></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(51, 51, 51); text-align: justify;">Giao hội nghịch </span><span style="color: rgb(51, 51, 51); text-align: justify;">là một cách thao tác để thành lập một trạm máy có tọa độ. Khác với giao hội thuận, giao hội nghịch có thể đứng một điểm bất kỳ để thành lập trạm máy hay có thể nói s</span><span style="color: rgb(66, 66, 66); text-align: justify;">ử dụng giao hội nghịch nếu ta không dựng được máу toàn đạc tại ᴠị trí 2 mốc tọa độ hoặc 2 mốc tọa độ bị che không thể nhìn thấу nhau.</span></span></span><br /> </p> <p style="box-sizing: border-box; margin: 0px 0px 20px; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để hạn chế sai số khi cài đặt trạm máy bằng phương pháp giao hội, người đo cần phải lưu ý một số yếu tố sau:</span></span></p> <ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: "Open Sans", Arial, Helvetica, sans-serif; font-size: 15px;"> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt máy tại vị trí đất cứng, không bị nhiều yếu tố thi công ảnh hưởng.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Vị trí đặt máy phải tương đối ở giữa vị trí 2 mốc tọa độ.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng chân ba kẹp sào gương để cố định gương tại 2 mốc lúc giao hội.</span></span></li> <li style="box-sizing: border-box;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai số do người cầm gương gây ra.</span></span></li> </ul> <h2> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(66, 66, 66);">2. Hướng dẫn giao hội máy toàn đạc Topcon</span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi cân bằng máy ở màn hình chính, nhấn <strong>MENU -> [F2]- LAYOUT.</strong><br /> Để lấy file đã có sẵn trong máy, chọn <strong>FILE</strong>, nhấn phím <strong>[F4] – ENTER</strong>. Sau đó nhấn tiếp <strong>[F4]</strong> để chuyển sang trang thứ 2. Khi đã xuất hiện màn hình <strong>LAYOUT</strong>, nhấn <strong>[F2] – NEW POINT -> [F2] – RESECTION</strong>. Bắt đầu chương trình giao hội nghịch (chế độ <strong>Resection</strong>). Màn hình lúc này như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture2.jpg" style="width: 400px; height: 250px;" /></span></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập khai báo tên trạm máy. Máy toàn đạc Topcon sẽ lưu lại tọa độ trạm kể cả khi tắt nguồn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – SRCH: Tìm kiếm lại tọa độ trong máy.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – SKP: Thao tác đi nhanh vào thành lập trạm máy.</span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Tiếp theo, nhập chiều cao máy ở dòng <strong>INS.HT =</strong>. Sau khi nhập xong, màn hình sẽ hiển thị khai báo và nhập điểm định hướng thứ nhất. <strong>N001#</strong> như hình dưới:<br /> <img alt="" src="/admin/webroot/upload/image/images/Picture3.jpg" style="width: 400px; height: 250px;" /></span></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F1] – INPUT: Nhập tên điểm định hướng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F2] – LIST: Hiển thị danh sách các điểm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F3] – NEZ: Vị trí nhập tọa độ trực tiếp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">[F4] – ENTER: Thao tác chấp nhận.</span></span></li> </ul> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box;">Sau khi nhấn phím <strong>[F4] – ENTER</strong> chấp nhận, tiến hành nhập chiều cao gương.<br /> Quay máy bắt chính xác vào gương điểm thứ nhất, nhấn phím <strong>[F4]- DIST</strong> để thực hiện đo lưu độ điểm thứ nhất. Sau khi đo lưu độ điểm thứ nhất, màn hình máy hiện khai báo điểm định hướng thứ 2. Thao tác khai báo tương tự điểm định hướng thứ nhất.<br /> <br /> Màn hình máy hiển thị sau khi đo lưu điểm thứ 2 như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture7.jpg" style="width: 400px; height: 250px;" /><br /> <br /> Nhấn <strong>[F2] – CALC MEAS DATA</strong>: Tính toán dữ liệu máy đo. Lúc này trên màn hình xuất hiện sai số giao hội:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture4.jpg" style="width: 400px; height: 250px;" /><br /> <br /> <strong>Ấn [F4] – CALC</strong> để thực hiện tính toán:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture5.jpg" style="width: 400px; height: 250px;" /><br /> <br /> Tiếp tục nhấn <strong>[F4] – NEZ</strong> để hiển thị tọa độ máy. Nhấn tiếp <strong>[F3] – YES</strong> để lưu lại tọa độ và hoàn tất lập trạm máy bằng phương pháp giao hội nghịch.</span></span></span><br /> </p> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">3. </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hướng dẫn giao hội máy toàn đạc Nikon</span></h2> <p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (28).png" style="width: 665px; height: 295px;" /></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sau khi cân máу хong ở màn hình chính, chúng ta ᴠào <strong>Menu -> F2: Laуout</strong><br /> <br /> Để lấу file đã có ѕẵn <strong>Liѕt -></strong> di chuуển tới<strong> File </strong>bằng phím <strong>ANG -> Enter -> F4</strong> ѕang trang <strong>-> F2 Neᴡ Point -> F2 Reѕection</strong><br /> <br /> Đặt tên điểm cho trạm máу ( đặt bất kì tên nào). Chiều cao máу giả dụ thaу đổi đến các cao độ của các điểm đó<br /> <br /> Điểm đầu tiên ( tìm điểm giao hội thứ 1 trong máу có ѕẵn – điểm ѕố 3) -> <strong>Enter.</strong> <br /> <br /> Ngắm ᴠề gương tại ᴠị trí điểm ѕố 3 gương cân chuẩn, chọn <strong>Diѕt -></strong> chờ хử lý<br /> <br /> Máу hỏi tiếp điểm tụ hội trang bị 2 ( điểm ѕố 6) –<strong>> Enter.</strong> <br /> <br /> Quaу <strong>máу toàn đạc</strong> ᴠề điểm 2, ѕau khi cân gương chuẩn, chọn <strong>Diѕt-></strong> chờ хử lý<br /> <br /> Sau lúc tiến hành hội tụ хong, <strong>F2: Calc Meaѕ.</strong> <strong>Data</strong> tính toán <strong>Reѕidual error:</strong> ѕai ѕố, ѕai ѕố càng nhỏ càng tốt. HD: ѕai ѕố mặt bằng (15 li) dZ: ѕai ѕố cao độ (4 li)<br /> <br /> <strong>F4 calculation -> F4 NEZ,</strong> хuất hiện tọa độ của điểm trạm máу mới, máу hỏ lưu haу không, tìm <strong>F3 Yeѕ</strong></span></span></p> <h2 id="ftoc-heading-5"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(66, 66, 66);">4. Hướng dẫn giao hội máy toàn đạc Leica</span></span></span></h2> <br /> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao hội nghịch là xác lập tọa nơi đặt máy, thực hiện dựa vào tọa độ của rất nhiều điểm khống chế. Để tiến hành giao hội nghịch, máy toàn đạc rất cần được để ở vị trí nhìn được tối thiểu 2 điểm khống chế. Mặc dù thế để kết quả đo được đúng chuẩn hơn nên xúc tiến đo ít nhất 3 lần.<br /> <br /> Chương trình giao hội nghịch trên dòng máy toàn đạc điện tử Leica được sử dụng rất rộng rãi, rất hữu ích tại những khu vực mà tính thông hướng giữa các mốc không được đảm bảo. Khi đó tính năng giao hội nghịch sẽ được sử dụng để khởi tạo trạm máy. Các bước thực hiện công tác giao hội nghịch (Free Station) được thực hiện như sau:<br /> <br /> Từ <strong>Main Menu</strong> →<strong> 2</strong>. (<strong>Prog</strong>)→<strong>F3</strong> (<strong>Free Station</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture1(1).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Tiếp theo người sử dụng làm như sau:<br /> <br /> - Bước 1: Ấn <strong>F1</strong> (<strong>Set job</strong>): Đặ t tên công việc, bước này tương tự như các chương trình <strong>surveying</strong>, <strong>stake out</strong>.<br /> <br /> - Bước 2: Ấn <strong>F2</strong> (<strong>Set Accuracy limit</strong>): Cài đặt giới hạn độ chính xác cho điểm cần giao hội nếu cần (nếu yêu cầu độ chính xác không cao có thể bỏ qua bước này).<br /> Tại đây người sử dụng có thể nhập giá trị giới hạn của độ lệch tiêu chuẩn. Nếu giá trị tính toán vượt quá giá trị cho phép thì sẽ xuất hiện thông điệp cảnh báo, lúc đó máy sẽ cho phép người sử dụng quyết định tiếp tục đo hay dừng lại. Nếu muốn cài đặt độ chính xác thì tại dòng<strong> Status</strong> dùng phím bật <strong>ON</strong>, ngược lại <strong>OFF</strong>.<br /> <strong> Std.Dev.North</strong>: Độ sai lệch X.<br /> <strong> Std.Dev.East</strong>: Độ sai lệch Y.<br /> <strong> Std.Dev.Height</strong>: Độ sai lệch cao độ H<br /> <strong> Std.Dev.Angle</strong>: Độ sai lệch góc ngang<br /> Sau đó ấn <strong>F4</strong> (<strong>OK</strong>) để cài đặt.<br /> <br /> <em>Ý nghĩa của việc cài đặt độ chính xác giao hội: </em>Giả sử ta đặt độ chính xác cho điểm giao hội với các tiêu chuẩn sai lệch là: ΔX ≤ 5mm, ΔY ≤ 5mm, ΔZ (H) ≤ 5mm,… Thì sau khi máy tính toán giao hội mà sai số tọa độ điểm giao hội nghịch nếu lớn hơn 5mm thì máy sẽ cảnh báo cho người sử dụng biết để chấp nhận kết quả hay dừng lại.<br /> <br /> - Bước 3: <strong>Start</strong> tiến hành đo giao hội Ấn <strong>F4</strong> (<strong>Start</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture2(1).jpg" style="width: 400px; height: 273px;" /><br /> Ở đây, người sử dụng cần:<br /> <strong>Station</strong>: Đặt tên điểm cần giao hội (tức là tên điểm trạm máy)<br /> <strong>hi</strong>: Nhập vào chiều cao máy<br /> Nhập xong ấn <strong>Enter</strong> →<strong> F4</strong> (<strong>OK</strong>), màn hình hiện ra như sau:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture3(2).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Lúc này để đo tới điểm cần đo, người sử dụng có thể làm theo: <br /> Trường hợp 1: Nhập trực tiếp toạ độ điểm đo tới vào, làm như sau: Từ màn hình hiển thị như <em>hình 3</em>, nhập vào:<br /> <strong>PtID</strong>: Tên điểm đo tới<br /> <strong>hr</strong>: Chiều cao gương<br /> Sau đó ấn phím<strong> F4</strong> → <strong>F1</strong> (<strong>ENH</strong>), màn hình hiện ra hình:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Chưa có tên (481 × 328 px).png" style="width: 400px; height: 273px;" /><br /> <br /> Tại đây nhập vào toạ độ điểm đo tới sau đó ấn <strong>Enter</strong> → <strong>F4</strong>(<strong>OK</strong>), rồi ngắm chính xác vào mục tiêu và ấn<strong> F1</strong> (<strong>ALL</strong>) để đo. <br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture5(3).jpg" style="width: 400px; height: 273px;" /><br /> <br /> Ấn phím<strong> F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Sau khi đã đo đủ số lượng điểm đo cần thiết (đo tới tối thiểu 2 điểm và tối đa 5 điểm):<br /> → Để xem kết quả toạ độ điểm giao hội, ấn phím <strong>F3</strong> (<strong>COMPUTE</strong>),<br /> → Để xem phần dư ấn phím [<strong>RESID</strong>],<br /> → Để xem độ l ệch tiêu chuẩn ấn phím <strong>F3</strong> (<strong>StdDev</strong>).<br /> → Để cài đặt toạ độ điểm vừa giao hội được làm toạ độ trạm máy, người sử dụng chỉ việc ấn phím <strong>F4</strong> (<strong>OK</strong>).<br /> Trường hợp 2: Nếu điểm đo tới đã lưu trong bộ nhớ của máy, thì người sử dụng chỉ cần nhập vào tên điểm cần đo tới (ví dụ điểm 5) ở dòng (<strong>PtID</strong>) và chiều cao gương (<strong>hr</strong>) sau đó ấn phím<strong> F1</strong> (<strong>FIND</strong>) để tìm điểm đó<br /> Sau đó lựa chọn đúng điểm, ấn phím <strong>F4 </strong>(<strong>OK</strong>), màn hình hiện ra:<br /> <br /> <img alt="" src="/admin/webroot/upload/image/images/Picture6.jpg" style="width: 400px; height: 273px;" /><br /> Tiến hành ngắm chính xác vào điểm đo tới:<br /> - Ấn phím <strong>F1</strong> (<strong>ALL</strong>) để đo,<br /> - Ấn phím <strong>F2</strong> (<strong>NextPt</strong>) để chuyển sang điểm khác khi đã đo xong điểm thứ nhất, để đo tới các điểm tiếp theo làm tương tự điểm thứ nhất. Để xem kết quả giao hội làm tương tự như trường hợp 1.<br /> <br /> Kết quả cuối cùng sẽ cho ra tọa độ N(X), E(Y), và cao độ H. Đồng thời máy cũng tính ra phương vị của trạm máy hiện thời. Chính vì thế mà sau khi tiến hành đo giao hội xong người sử dụng có thể chuyển sang chế độ đo khác (<strong>Surveying</strong>, <strong>Stake out</strong>,...) mà không cần tiến hành các bước thiết lập trạm máy và thiết lập định hướng nữa. Ngoài ra phép đo giao hội còn đưa ra độ lệch tiêu chuẩn và phần dư để đánh giá độ chính xác của kết quả đo đồng thời cho ta biết được độ ổn định của các điểm toạ độ vừa đo tới.<br /> <br /> Chúng ta có thể đo ở một vị trí bàn độ trái hoặc phải hoặc đo ở cả hai vị trí bàn độ, không cần xếp thứ tự điểm và thứ tự mặt ống kính khi đo. Nếu một điểm được đo nhiều lần ở một mặt của ống kính thì phép đo hợp lý sẽ được sử dụng để tính toán.<br /> <br /> Nếu phép đo có nhiều hơn số điểm đo cần thiết, bộ xử lý tính toán kết quả sẽ dùng phương pháp số bình phương nhỏ nhất để hiệu chỉnh cho tọa độ phẳng (X, Y), phương pháp trung bình cho cao độ H và góc định hướng.</span></span></p> <div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> - Giá trị đo ở bàn độ trái và bàn độ phải được đưa vào trong tính toán.<br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tất cả các phép đo đều được sử lý ở cùng độ chính xác cho dù chúng được đo ở một vị trí bàn độ hay ở cả hai vị trí bàn độ.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Tọa độ Y và X được xác định bằng phương pháp số bình phương nhỏ nhất, bao gồm cả độ lệch tiêu chuẩn.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Cao độ cuối cùng được tính toán từ sự trung bình của các chênh cao so với điểm gốc.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Góc định hướng được tính trung bình từ phép đo ở 2 vị trí bàn độ và vị trí mặt bằng đã được tính toán. </span></div> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><em>>>></em></strong> <strong>Lưu ý một số thông điệp hiện thị khi đo:<br /> </strong></span></span></p> <div style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> "<em><strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Selected point has no valid data</span></span>!</strong></em>" <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đo đã lựa chọn không có tọa độ X hoặc Y.</span></span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Max 5 points supported </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Máy chỉ cho phép đo tối đa 5 điểm.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no position computed </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" "Không cho phép tính ra tọa độ trạm vì đã có dữ liệu không đúng </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</strong><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Invalid data- no height computed</em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">": Hoặc cao độ của điểm đo không hợp lệ hoặc là không đủ dữ liệu đo để tính ra cao độ của trạm máy.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Insufficient space in job</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Job hiện thời đã đầy không cho phép lưu trữ thêm dữ liệu.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>Hz (I-II) >0.9 deg, measure point again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc bằng lớn hơn 180</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> ± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>V(I-II) > 0.9 deg, measure again</em> !</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" Lỗi này xảy ra nếu điểm đo được đo ở hai vị trí bàn độ mà sự khác nhau về góc đứng lớn hơn 360</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> - V± 0.9</span><sup style="font-family: tahoma, geneva, sans-serif;">o</sup><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">.</span><br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> "</span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><em>More points or distance required </em>!</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">" " Yêu cầu đo thêm điểm hoặc khoảng cách" vì không đủ dữ liệu đo để tính ra tọa độ trạm.</span></div> <h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">5. Hướng dẫn giao hội máy toàn đạc Sokkia</span></h2> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Bước 1: Nhấn phím <strong><em>FUNC</em></strong> trên màn hình máy toàn đạc Sokkia đến khi màn hình xuất hiện bạn tiếp tục nhấn vào <em><strong>F1 (MENU)</strong>.</em><br /> <br /> - Bước 2: Sau khi nhấn vào <strong><em>MENU </em></strong>tiếp tục chọn <strong><em>RESECTION </em></strong>để bắt đầu chức năng giao hội.<br /> <br /> - Bước 3: Tiếp theo nhấn chọn <strong><em>NEZ </em></strong>để nhập tọa độ của 2 điểm mốc dùng để giao hội. Sau đó bạn chọn <strong><em>EDIT (F3) </em></strong>hoặc nhấn <strong>READ</strong> để đọc số liệu hiện sẵn trong màn hình máy.<br /> Tiếp theo bạn nhập tọa độ điểm số 2, sau khi nhập tọa độ 2 điểm xong nhấn <strong><em>F4 (MEAS) </em></strong>để đo về các điểm gốc và nhấn <strong><em>F19 (DIST)</em></strong>. Sau đó nhấn <strong><em>F4 (YES) </em></strong>để đo điểm số 1. Sau khi đo điểm 1 tiến hành đo điểm 2. <br /> <br /> - Bước 4: Tiếp theo nhấn <strong>CALC</strong> để tiến hành tính toán tọa độ giao hội điểm đặt máy.<br /> <br /> Trên màn hình sẽ báo sai số vị trí điểm <strong>deltaX</strong>, <strong>deltaY</strong> nếu chấp nhận sai số bạn nhấn <strong><em>REC (F3) </em></strong>để ghi lại tọa độ điểm đặt máy sau giao hội để dùng cho công tác bố trí điểm hoặc các công tác đo đạc khảo sát địa hình.<br /> <br /> <span style="color: rgb(34, 34, 34);"><strong>>>></strong> <strong>Lưu ý:</strong></span></span></span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trên hiện trường bạn cần tìm điểm đặt máy hợp lý nhằm đảm bảo độ chính xác cao. Bạn cần chọn địa điểm đặt thiết bị sao cho tam giác hợp bởi điểm đặt máy và hai điểm gốc là tam giác cân, để đảm bảo giao hội máy toàn đạc được cho các kết quả đo chính xác nhất.<br /> <br /> Sau khi đo giao hội xong, bạn cần tiến hành kiểm tra các tọa độ điểm gốc xem có bị sai số không. Tiếp theo mới tiến hành bố trí các điểm của công trình hoặc vào chức năng đo đạc chi tiết của máy để đo khảo sát địa hình khu vực để lập bản đồ hay đo đạc tính toán khối lượng đào đắp. </span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Nên sử dụng các thiết bị như máy thủy bình để dẫn truyền cao độ một cách chuẩn xác nhất.</span></p> <p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/www_tracdiathanhdat_vn (665 × 295 px) (30).png" style="text-align: center; width: 665px; height: 295px;" /><br /> </p> ', 'images' => '20230508111131dc7a2c77b3d50d2023aaee921bc3a899.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'giao hội máy toàn đạc', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 8 => array( 'Post' => array( 'id' => '718', 'name' => 'Tìm hiểu về phần mềm PIX4D', 'code' => null, 'alias' => 'tim-hieu-ve-phan-mem-pix4d', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với hơn 55.000 người dùng đang hoạt động trên khắp thế giới, PIX4D đã mở rộng văn phòng của mình ở nhiều quốc gia khác nhau ngoài trụ sở chính là Thụy Sỹ với mục tiêu hỗ trợ khách hàng tốt hơn như: Mỹ, Đức, Tây Ban Nha, Nhật Bản, Trung Quốc…</span></span>', 'content' => '<h2 style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><img alt="" src="/admin/webroot/upload/image/images/tracdiathanhdat_vn (7).png" style="width: 650px; height: 545px;" /></strong></span></span></h2> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. PIX4Dmapper – Phần mềm PIX4D dùng trong xử lý ảnh UAV</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmapper là phần mềm nội nghiệp có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái: ảnh RGB, ảnh hàng không, ảnh đa phổ, ảnh nhiệt, ảnh phóng tâm, ảnh 360 độ, video, v.v.<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dmapper:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng quy tắc chồng lớp ảnh để cho ra dữ liệu vô cùng chính xác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoàn thiện quy trình xử lý ảnh với thiết bị bay không người lái: Thu thập hình ảnh > số hóa > đánh giá, kiểm soát và cải thiện chất lượng> đo lường, tính toán > cộng tác và chia sẻ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý dữ liệu nâng cao, cung cấp kết quả chính xác với giải pháp quan trắc ảnh chuyên nghiệp: giúp người dùng tối ưu hóa quy trình làm việc dựa trên các mẫu xử lý mặc định trên phần mềm hoặc thiết lập quy trình cá nhân.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ và mô hình 3D chính xác từ hình ảnh bằng các công cụ vượt trội: phân loại đám mây điểm tự động; cải thiện bề mặt kỹ thuật số; đo đạc bề mặt, khoảng cách, khối lượng; kiểm soát độ chính xác của dự án; báo cáo chất lượng chi tiết.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/04-de-dang-tinh-toan-kich-thuoc-be-mat-khoang-cach-khoi-luong.jpg" style="width: 650px; height: 366px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ xuất dữ liệu đầu ra với nhiều định dạng khác nhau.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu đầu ra của PIX4Dmapper là cơ sở để thành lập bản đồ, đặc biệt là bản đồ 3D,.. chất lượng cao. PIX4Dmapper giúp hoàn thiện xử lý ảnh, từ thu thập dữ liệu đến kiểm soát chất lượng đầu ra và chia sẻ dữ liệu dưới nhe. Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D khác như PIX4Dcloud.<br /> <br /> <strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm thành lập bản đồ và mô hình 3D, PIX4Dmapper có khả năng ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung: Đối với các dự án không bao gồm rừng, tuyết, hồ, cánh đồng nông nghiệp và / hoặc các địa hình khó tái tạo khác.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát rừng và thảm thực vật rậm rạp: Đối với dự án có diện tích rừng bao phủ hoặc thảm thực vật rậm rạp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình bằng phẳng, có ruộng: Đối với địa hình bằng phẳng có nội dung trực quan đồng nhất như ruộng nông nghiệp.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tòa nhà: Tạo mô hình 3D của các tòa nhà.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bình đồ: Dành cho các khu vực cần thể hiện đường đồng mức.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát chuyến bay: Đối với các dự án có hình ảnh được thực hiện bằng cách sử dụng nhiều chuyến bay.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng thành phố (mặt tiền có thể nhìn thấy): Lập mô hình 3D về các khu vực đô thị.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng nội thất 3D: Tạo mô hình 3D cho nội thất của các tòa nhà.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng tổng hợp: Dành cho các bộ dữ liệu kết hợp (nội thất / ngoại thất và / hoặc trên không / trên mặt đất và / hoặc nadir / xiên).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng địa vật 3D: Mô phỏng hình ảnh 3D các đối tượng đặc biệt (tháp điện, tuabin gió, đường hầm, v. v.).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp đặc biệt: Khảo sát địa hình tuyết, cát và bề mặt nước (đại dương, hồ, sông, v.v.).</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. PIX4Dsurvey – Phần mềm PIX4D dùng trong số hóa dữ liệu</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm số hóa dữ liệu PIX4Dsurvey là phần mềm nội nghiệp có khả năng số hóa dữ liệu tự động hoặc bán tự động từ các sản phẩm từ phương pháp quan trắc ảnh, dữ liệu quét <a href="https://dathop.com/3-giai-phap-laser-scanning-pho-bien/">laser scanning</a> và LiDAR. Dữ liệu đầu ra của PIX4Dsurvey là cơ sở để tính toán độ dốc địa hình, hướng địa hình, mức độ lồi lõm, phân tích địa mạo của khu vực, v.v.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dsurvey</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa dữ liệu: Liên kết ảnh bay chụp và mô hình Point Cloud, trích xuất các đối tượng từ ảnh quan trắc, quét laser, LiDAR để làm cơ sở cho thành lập bản đồ.</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hóa thời gian số hóa lên đến 50%: PIX4Dsurvey triển khai quy trình làm việc liền mạch và nhanh chóng, giảm thiểu thời gian thực hiện các công tác số hóa mô hình Point Cloud và biên vẽ đối tượng từ hình ảnh. Chức năng Smart Grid hỗ trợ người dùng tiết kiệm thời gian trong công tác tạo mô hình cao độ điểm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp sẵn thuộc tính chuyển đổi sang CAD linh hoạt.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/06-pix4dsurvey-co-kha-nang-chuyen-doi-sang-cad-linh-hoat.jpg" style="width: 650px; height: 484px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dsurvey xây dựng các thuật toán vô cùng tối ưu cho bất kỳ đối tượng nào bằng các thao tác vô cùng đơn giản và nhanh chóng.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dsurvey được ứng dụng trong nhiều hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ khảo sát địa hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số hóa mô hình mặt đất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình TIN.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập mô hình CAD.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. PIX4Dmatic – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm xử lý ảnh UAV PIX4Dmatic là phần mềm quan trắc ảnh thế hệ mới, được sử dụng để thành lập bản đồ địa hình, bản đồ quy hoạch và các loại bản đồ tỷ lệ lớn, có khả năng xử lý dữ liệu ảnh thu thập được từ các thiết bị bay không người lái (UAV), và tất cả hình ảnh được chụp từ mọi góc độ, mọi nền tảng trên không hoặc trên mặt đất, có người lái hoặc không người lái.<br /> Phần mềm còn có khả năng kết hợp với hệ thống các phần mềm khác trong hệ sinh thái phần mềm PIX4D như: PIX4Dsurvey, PIX4Dcloud, v..v..<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dmatic:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý bộ dữ liệu lớn, cho kết quả chính xác: PIX4Dmatic cung cấp khả năng xử lý hàng nghìn hình ảnh mà vẫn đảm bảo độ chính xác ở mức khảo sát, giảm một nửa thời gian xử lý, lý tưởng cho các dự án quy hoạch và bộ dữ liệu lớn hơn 5000 hình ảnh với độ phân gairi máy ảnh RGB tiêu chuẩn và không có giới hạn về kích thước hình ảnh.</span></span></li> </ul> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng xử lý tự động: hợp lý hóa quy trình làm việc của người sử dụng, bao gồm nhập dữ liệu, xử lý và đánh giá chất lượng của dự án.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy trình làm việc liền mạch.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm chuyên cho việc thành lập bản đồ và mô hình 3D, PIX4Dmatic được ứng dụng trong các lĩnh vực:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <em style="text-align: center;"><img alt="" src="/admin/webroot/upload/image/images/08-phan-mem-pix4dmatic-duoc-ung-dung-trong-khao-sat-dia-hinh.jpg" style="width: 650px; height: 396px;" /></em></span></span></p> <h2> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>4. PIX4Dcloud (& PIX4Dcloud Advance) – Phần mềm PIX4D dùng trong xử lý ảnh và chia sẻ trực tuyến</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng xử lý ảnh và chia sẻ trực tuyến PIX4Dcloud là nền tảng xử lý ảnh trực tuyến cho các dự án bay chụp, thành lập bản đồ 2D hoặc mô hình 3D, bao gồm các tính năng cơ bản cần có của một hệ thống xử lý ảnh nhưng được thực hiện hoàn toàn trên nền tảng trực tuyến mà không cần tải về bất kỳ một tệp cài đặt nào, không chiếm dung lượng của thiết bị nhưng vẫn đáp ứng đầy đủ quy trình làm việc từ hiện trường đến phần xử lý.<br /> <br /> <strong>– Tính năng nổi bật của PIX4Dcloud:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud phát triển một hệ thống các công cụ đo lường, ghi chú và chia sẻ dữ liệu, đảm bảo truyền tải đầy đủ mà không ảnh hưởng đến tiến độ làm việc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ tạo lớp phủ để so sánh thiết kế ban đầu với thực trạng của dự án trên nền tảng trực tuyến mà không thông qua bên thứ 3</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp công cụ so sánh hiện trạng địa hình, tình trạng, tiến độ dự án ở các thời điểm khác nhau, giúp người dùng nắm bắt chi tiết tiến độ tại mọi thời điểm, mọi vị trí.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcloud có khả năng cho ra kết quả làm việc với độ chính xác ở cấp khảo sát dựa trên các thuật toán xử lý được phát triển bởi PIX4D.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng phân tích dữ liệu đơn giản, tối ưu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nền tảng được cài đặt các thuật toán để lưu trữ dữ liệu làm việc mọi lúc, thường xuyên cập nhật và ghi lại các thay đổi đối với dự án, nhằm giải quyết các vấn đề phát sinh trong quá trình làm việc một cách hiệu quả.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dcloud được ứng dụng trong nhiều lĩnh vực và hạng mục như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát địa hình chung.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử lý, tính toán khối lượng vật liệu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi tiến độ thi công.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mô phỏng đối tượng độ cao, địa hình.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>5. PIX4Dfields – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dfields có khả năng xử lý ảnh để thành lập bản đồ nông nghiệp từ ảnh chụp bằng các thiết bị bay không người lái. Ưu điểm của phần mềm này là có thể sử dụng hình ảnh ở nhiều định dạng (.tiff, .jpeg) hoặc nhiều kiểu dữ liệu khác nhau như lớp dữ liệu thực vật hoặc lớp dữ liệu ranh giới thực địa, v.v. (định dạng GeoJSON, Shapefile, v.v.).<br /> PIX4Dfields nâng cấp quy trình làm việc trong lĩnh vực nông nghiệp bằng tốc độ xử lý cao và các tính năng phân tích hoàn chỉnh mà chưa một phần mềm nào trước đây đáp ứng được.<br /> <br /> <strong>– Tính năng của PIX4Dfields:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập kế hoạch bay chụp: Thiết lập kế hoạch bay chụp theo từng mục đích làm việc, thu thập dữ liệu hiện trường một cách tối ưu nhất.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tương thích với ảnh đa phổ và ảnh RGB: PIX4Dfields nhận dữ liệu ảnh RGB tiêu chuẩn hoặc ảnh đa phổ từ bất kỳ nguồn ảnh chụp nào, bao gồm Parrot Sequoia và MicaSense RedEdge.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/09-pix4dfields-co-kha-nang-tuong-thich-voi-anh-da-pho-va-anh-rgb.jpg" style="text-align: center; width: 650px; height: 350px;" /></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Công cụ xử lý nhanh chóng: Xử lý hình ảnh bằng công cụ xử lý tức thì của PIX4Dfields cho ra kết quả chỉ trong vài phút.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan: Chuyển đổi hình ảnh bay chụp từ UAV thành bản đồ chi tiết, chính xác và có thể ứng dụng được cho nhiều mục đích khác nhau.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động hiệu quả: Tối ưu hóa quy trình làm việc bằng các công cụ được thiết kế dành riêng cho nông nghiệp của PIX4Dfields, như tính toán chỉ số hay các công cụ so sánh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tích hợp FMP: Thực hiện liền mạch công việc từ kết quả của PIX4Dfields trong nền tảng quản lý canh tác Farming Management Platform.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <br /> <strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> Được phát triển trong nhóm phần mềm xử lý bản đồ dành cho các ngành chuyên nghiệp, cụ thể là nông nghiệp, được ứng dụng cho nhiều mục tiêu như:</span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo dõi và đánh giá cây trồng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản lý tưới tiêu và xói mòn.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ quy trình bảo vệ và sản xuất cây trồng.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thành lập bản đồ phân bổ sử dụng cho các mục đích chuyên biệt.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">..v..v..</span></span></li> </ul> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>6. PIX4Dreact – Phần mềm PIX4D dùng trong xử lý ảnh</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm PIX4Dreact được sử dụng để đáp ứng các nhu cầu thành lập tài liệu hiện trường một cách nhanh chóng và chính xác, cung cấp các khả năng tái lập cũng như cộng tác tại nhiều thời điểm mà vẫn đảm bảo được độ chính xác tối đa.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dreact</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ sử dụng, tương tác: giao diện sử dụng của PIX4Dreact được thiết kế và đóng góp bởi các chuyên gia trong lĩnh vực, liên kết với một quy trình làm việc liền mạch, đầy đủ và trơn tru. Đồng thời, hệ thống của PIX4Dreact cũng đáp ứng được nhu cầu làm việc ngay tại hiện trường với các dòng máy tính tầm trung, không yêu cầu kết nối mạng hoặc nền tảng đám mây để xử lý, chú trọng tăng cường GPU trong thuật toán xử lý để cải thiện tốc độ làm việc.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ công cụ hỗ trợ công việc hiệu quả, đầy đủ, nhất quán.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng lập bản đồ 2D nhanh chóng nhưng vẫn đảm bảo độ chính xác cao.</span></span></li> </ul> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> </span></span> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/14-pix4dreact-giup-lap-ban-do-2d-nhanh-chong.jpg" style="width: 650px; height: 488px;" /></em></span></span></p> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu làm việc phục vụ cho nhiều mục đích: bản đồ ảnh trực giao 2D, lớp dữ liệu đã được đánh dấu và đo đạc, ảnh chụp màn hình và bản đồ bao quát khu vực, xuất báo cáo PDF.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– </strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ứng dụng:</strong><br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> PIX4Dreact được phát triển trong nhóm phần mềm xử lý lập bản đồ hiện trường 2D cho các lĩnh vực chuyên biệt, cụ thể là các công tác phản ứng khẩn cấp, PIX4Dreact được sử dụng để quan sát hiện trường tai nạn hoặc các tình huống đặc biệt như: Động đất, lũ lụt, cháy nổ, tìm kiếm cứu nạn, tác chiến, di dời, v.v.</span></span><br /> <h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>7. PIX4Dcatch – Phần mềm PIX4D dùng trong quét 3D</strong></span></span></h2> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PIX4Dcatch là một ứng dụng dành cho thiết bị di động, dùng để quét 3D đối tượng, được sử dụng trên cả các thiết bị với hệ điều hành Android và iOS. Ứng dụng PIX4Dcatch cho phép người dùng dễ dàng có được dữ liệu đối tượng phù hợp để số hóa thực tế xung quanh và biến nó thành các mô hình 3D chính xác.<br /> <br /> <strong>– Tính năng nổi bật của </strong><strong>PIX4Dcatch</strong><strong>:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng hoạt động linh hoạt với nhiều tính năng thu thập dữ liệu.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tạo ra sản phẩm 3D chất lượng cao nhờ công nghệ quan trắc ảnh tiên tiến.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chụp và số hóa bất kỳ đối tượng vật lý nào ở chế độ 3D: chỉ cần thiết bị được cài đặt ứng dụng và di chuyển xung quanh khu cực cần thu thập dữ liệu là có thể chụp và số hóa.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quét, xuất và chỉnh sửa đối tượng, mục tiêu và dễ dàng chia sẻ.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với thiết bị di động để nâng cao khả năng quét 3D với công nghệ RTK và phép quan trắc ảnh.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ trên thiết bị di động ở cả hệ điều hành iOS hoặc Android: PIX4Dcatch có sẵn trên iOS (phiên bản 13.4.1) và Android (phiên bản 9), tối ưu hóa cho Apple Ipad Pro và iPhone 12 được trang bị máy quét LiDAR, cung cấp phản hồi trực tiếp và quá tình quét hoàn thành.</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>– Ứng dụng:</strong></span></span><br /> <ul> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo sát.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi công (lập bản đồ hiện trạng khi thi công, tính toán khối lượng bùn đất…).</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ hiện trạng thi công công trình ngầm.</span></span></li> <li> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">An toàn công cộng.</span></span></li> </ul> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <img alt="" src="/admin/webroot/upload/image/images/15-pix4dcatch-co-kha-nang-chup-va-so-hoa-ky-doi-tuong-vat-ly-nao-o-che-do-3d.jpg" style="width: 650px; height: 366px;" /></span></span><br /> <br /> </p> ', 'images' => '20230505142224c6b674f5588228036011778df458d756.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Pix4D', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ), (int) 9 => array( 'Post' => array( 'id' => '717', 'name' => 'Leica DISTO Apps', 'code' => null, 'alias' => 'leica-disto-apps', 'cat_id' => '40', 'price' => '0', 'type' => 'new', 'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO Plan hỗ trợ thực hiện nhiệm vụ quan trọng là lập tài liệu và trực quan hóa các phép đo. Bằng cách này, các bước tiếp theo của một dự án được lên kế hoạch dễ dàng.</span></span>', 'content' => '<p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="disto plan app" src="https://shop.leica-geosystems.com/sites/default/files/2019-04/plan-app.jpg" style="height: 311px; width: 280px;" /></span></span></p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: 700; color: rgb(39, 39, 39); letter-spacing: 0.72px; background-color: rgb(239, 239, 239);">Leica DISTO Apps & Software</span></span></span></p> <br /> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng DISTO™ Plan mới hỗ trợ việc lập tài liệu và hiển thị các phép đo.</span></span></div> <div> </div> <div> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Phác thảo sơ đồ trên điện thoại thông minh hoặc máy tính bảng và các phép đo tương ứng được gán dễ dàng cho từng bước. Sau đó, ứng dụng sẽ tự động tạo sơ đồ được chia tỷ lệ. Ngoài ra, chức năng Phòng thông minh cải tiến kết hợp với cảm biến mới được tích hợp trong Leica DISTO™ X3 và X4 cho phép tạo sơ đồ chính xác chỉ bằng cách thực hiện các phép đo theo chiều kim đồng hồ hoặc ngược chiều kim đồng hồ của căn phòng.</span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi kết hợp với bộ điều hợp DST 360 hoặc DISTO™ S910, ứng dụng cung cấp chức năng đo 3D, cho phép ghi lại các phép đo ở dạng 2D hoặc 3D.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tất cả các phép đo và sơ đồ tầng có thể được xuất dưới dạng bản vẽ CAD hoặc ở định dạng PDF. Ứng dụng mới hỗ trợ tất cả các thiết bị Leica DISTO™ có chức năng Bluetooth®.</span></span></div> <div> </div> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">* Các thiết bị Leica DISTO™ sau được hỗ trợ:</span></span></strong></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X3</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ X4</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D2</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D1</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D110</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7100i</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ D510</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ E7500i</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảm ứng Leica DISTO™ D810</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica DISTO™ S910</span></span><br /> <br /> <div> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">** Điều khoản và điều kiện mua hàng trong ứng dụng</span></span></strong></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký và tự động gia hạn hàng tháng hoặc hàng năm ( tùy chọn).</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Việc thanh toán sẽ được tính vào Tài khoản iTunes.</span></span></div> <div> </div> <div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Đăng ký sẽ tự động gia hạn ( trừ khi bạn tắt tính năng tự động gia hạn trong Cài đặt sau 24 giờ dùng thử)</span></span></div> <div style="text-align: center;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica Disto 2.jpg" style="width: 800px; height: 334px;" /></span></span><br /> </div> <div> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">>>></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> </span><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Lưu ý</strong></u><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">: Ứng dụng được tải miễn phí trên </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Apple Store</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> hoặc </span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Google Store</strong></div> </div> ', 'images' => '202304041635398958b49737689c272e7034cc8d5dfb61.png', 'images_multi' => '', 'pos' => null, 'new' => null, 'hot' => null, 'saleoff' => null, 'title_seo' => 'Máy đo khoảng cách laser Leica ', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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' $title_for_layout = 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế' $cat = array( 'Catproduct' => array( 'id' => '40', 'name' => 'Kiến thức - Ứng dụng', 'parent_id' => null, 'alias' => 'kien-thuc-ung-dung', 'images' => '', 'lft' => '103', 'rght' => '104', 'pos' => '5', 'status' => '1', 'title_seo' => 'Kiến thức – Ứng dụng Trắc Địa | Hướng dẫn chọn thiết bị & quy trình đo thực tế', 'meta_key' => '', 'meta_des' => 'Chia sẻ kiến thức trắc địa, hướng dẫn chọn máy RTK, toàn đạc, GPS cầm tay và kinh nghiệm đo đạc thực tế giúp tối ưu thiết bị và nâng cao hiệu quả công việc. ', 'created' => '2015-12-16', 'modified' => '2026-02-24', 'slug' => 'kien-thuc-ung-dung', 'cate' => '4', 'link' => 'tin-tuc', 'name_eng' => '', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => 'Tổng hợp kiến thức, kinh nghiệm và hướng dẫn ứng dụng thiết bị trắc địa trong công việc thực tế!', 'display' => '0', 'content_eng' => null ) ) $setting = array( 'id' => '1', 'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt', 'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)', 'address_eng' => '', 'address' => '<p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn phòng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. Hà Nội cấp ngày 28-04-2009<br /> Điện thoại: <a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p> <div> <p> <strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa hàng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p> </div> <p> <span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">Láng Hạ, Phường Láng Hạ, Hà Nội</span></span></p> <p> <span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></span><br /> <br /> </p> ', 'contactinfo_eng' => '', 'taikhoan' => '<strong><span style="color:#04529a;">Số Tài khoản các ngân hàng của công ty Tân Á</span></strong><br /> <br /> 1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Yên, HN<br /> 2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br /> 3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xuân, HN<br /> 4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, Hà Nội<br /> 5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, Hà Nội', 'contactinfo' => '<div dir="rtl" style="text-align: left;"> <u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Phòng</strong></u></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ: Số 157 Đặng Văn Ngữ, Phường Kim Liên, Hà Nội, Việt Nam<br /> Tel: (024) 3776 4930 <br /> Fax: (024) 3776 5908<br /> Email: thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br /> Hotline: <strong>0913 051 734</strong><br /> <br /> <strong><u>C</u></strong><strong><u>ửa hàng</u></strong></span></span><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0942 288 388</strong></span><br /> </div> <div style=""> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style=""> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0949 322 456</strong></span></div> <div style=""> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Chí Minh</u></strong><br /> <br /> - 1/56 Nguyễn Thái Sơn, Phường Hạnh Thông, Hồ Chí Minh</span></span><br /> <img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> <strong>0904 925 936</strong></span></div> ', 'telephone' => '01659 014592', 'hotline' => '0913051734', 'email' => 'tracdiathanhdat@yahoo.com', 'url' => '', 'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!', 'created' => '2012-06-05', 'modified' => '1769758152', 'youtube' => 'http://youtube.com', 'twitter' => 'https://twitter.com/', 'myspace' => 'https://myspace.com/', 'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/', 'email2' => 'duycuong7640', 'skype' => 'hothihuyen.hn', 'yahoo' => 'duycuong7640', 'yahoo1' => 'duycuong7640', 'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking “Submit”, and we’ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873', 'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>', 'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux', 'slogan_eng' => '', 'printer' => '', 'googleplus' => '', 'bando' => '<p> <iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p> ', 'gioithieu' => '<p style="text-align: center;"> <img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p> ', 'thongtincongty' => 'Sửa máy lạnh tại nhà 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t,n;s._subiz_init_2094850928430||r[k]&&(t=u.createElement(b),n=u.getElementsByTagName(b)[0],t.async=1,t.src="https://"+r[k]+"/sbz/app.js?accid="+z,n.parentNode.insertBefore(t,n),setTimeout(y,2e3,k+1))})(0))}(window,document,"script","subiz","acqxaefflwedscstabut")</script>', 'theh1' => 'thanhdatsurvey.JSC', 'hanoi' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tphcm' => '<div> <strong>CÔNG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div> <div> <strong>Địa chỉ</strong> : Số 51 - Trần Duy Hưng, Trung Hòa, Cầu Giấy, Hà Nội</div> <div> <strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div> <div> <strong>Email </strong>: info@ifes.vn</div> ', 'tt' => '', 'pp' => 'https://www.facebook.com/ruaxetudong.net', 'tphcm_eng' => '', 'hanoi_eng' => '', 'hotline_eng' => '', 'name_eng' => '', 'chinhsach' => null, 'bandohn' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>', 'gt' => '<p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Là công ty chuyên nhập khẩu, cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., chúng tôi cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! </span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm cùng</span> <span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nhân viên, kỹ thuật viên năng động, có trình độ cao chúng tôi tự hào và tin tưởng Quý khách hàng sẽ hài lòng khi sử dụng các sản phẩm và dịch vụ do chúng tôi cung cấp!</span></span><br /> </p> <div style="text-align: justify;"> <span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong> <strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong> (Zalo) </span></span></span></div> ', 'gt_eng' => '' ) $keywords_for_layout = 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax, Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ' $tin_ft = array( (int) 0 => array( 'Post' => array( 'id' => '588', 'name' => 'Hướng dẫn mua hàng', 'code' => null, 'alias' => 'huong-dan-mua-hang', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<p> <span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></b><br /> <span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span> <p> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Quý khách có thể mua hàng theo những cách sau:</span></span></span><br /> </p> <p> <span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cách 1: </strong>Đặt hàng trực tiếp tại mục ĐẶT HÀNG (Thêm vào giỏ hàng) trên website: </span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p> <p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay sau khi tiếp nhận thông tin đặt hàng, nhân viên kinh doanh công ty sẽ gọi điện cho quý khách để xác nhận đơn hàng và tiến hành giao hàng cho quý khách ngay trong ngày.</span></span></span></p> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cách 2: </strong>Đặt hàng trực tiếp qua số hotline của công ty <br /> <br /> – Tại trụ sở Hà Nội: <strong>0913 051 734 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">– Tại VPGD Hồ Chí Minh:<strong> 0904 925 936 </strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br /> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. Cách 3: </strong>Quý khách mua hàng trực tiếp tại địa chỉ sau:<br /> <br /> <strong>CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></span></span></span><br /> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 Láng Hạ, Phường Láng Hạ, Hà Nội</span><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tuân, Phường Thanh Xuân, Hà Nội</span></div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> </div> <div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mong được hợp tác với Quý khách hàng trên cả nước.<br /> <br /> Trân trọng!</span></span></span></div> ', 'images' => '202104071220058398ebc1b9cf669cf602eb8040be387a.jpg', 'images_multi' => '', 'pos' => '1', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Máy trắc địa chính hãng | RTK GNSS, máy toàn đạc, máy thủy bình – Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy RTK GNSS, máy toàn đạc, máy thủy bình, GPS cầm tay chính hãng. Tư vấn kỹ thuật – giao hàng toàn quốc. 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Thanh toán trực tiếp tại cửa hàng<br /> <br /> II. Thanh toán qua hình thức chuyển khoản</span></strong><br /> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Thông tin tài khoản:</span></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ tài khoản</em>: CÔNG TY CP CÔNG NGHỆ VÀ THƯƠNG MẠI THÀNH ĐẠT</strong></p> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số tài khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ngân hàng TMCP Ngoại thương Việt Nam, chi nhánh Ba Đình<br /> <br /> <strong>Nội dung chuyển khoản</strong>: Tên công ty - Thông tin sản phẩm đã mua – Số điện thoại người chuyển tiền</em></span></span></span><br /> <br /> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;"> <span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản hãy thông báo lại cho chúng tôi để chúng tôi kiểm tra và xác nhận lại cho Quý khách.</span></span><br /> <br /> <strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh toán khi nhân viên đến giao nhận hàng</span></strong></span></p> <p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);"> <span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Quý khách hàng thanh toán trực tiếp bằng tiền mặt cho nhân viên giao hàng của chúng tôi ngay khi kiểm tra và nhận hàng.<br /> <br /> Mọi phản hồi và thắc mắc về việc thanh toán, Quý khách liên hệ <strong>0942 288 388</strong> để được tư vấn.</span></font><br /> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span></span></p> ', 'images' => '20210407122232bf3e6d52a68ca60f97fc6048b14e4acc.jpg', 'images_multi' => '', 'pos' => '2', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3511', 'slug' => 'chinh-sach-thanh-toan', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '139', 'rght' => '140', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 2 => array( 'Post' => array( 'id' => '587', 'name' => 'Chính sách vận chuyển', 'code' => null, 'alias' => 'chinh-sach-van-chuyen', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Quý khách đã tin tưởng lựa chọn sản phẩm và dịch vụ vủa chúng tôi!</span></strong><br /> <br /> Chúng tôi hỗ trợ giao hàng toàn quốc cho Quý khách mua hàng tại hệ thống cửa hàng của chúng tôi.</span></span><br /> </div> <div> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được thông tin đặt hàng chúng tôi sẽ lập tức xử lý đơn hàng và phản hồi lại thông tin cho khách hàng về việc thanh toán và giao nhận.<br /> <br /> <strong>> Thời gian giao hàng </strong><br /> <br /> - Trong vòng 24 giờ nếu địa điểm giao hàng <b style="color: rgb(74, 74, 74); box-sizing: border-box;">≤ 20 km</b> tính từ cửa hàng của chúng tôi.</span></span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Trong vòng 1-2 ngày nếu địa điểm giao hàng nằm trong phạm vi <b style="box-sizing: border-box">50 - 100 km</b> </span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tính từ cửa hàng của chúng tôi.<br /> <br /> - Trong vòng 3-5 ngày</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> nếu địa điểm giao hàng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"> trở lên </span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">tính từ cửa hàng của chúng tôi.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ liên lạc với Quý khách hàng để xác nhận khoảng thời gian và địa điểm giao hàng cụ thể.</span></p> <p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;"> <strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">> Phí vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được tính theo từng giá trị đơn hàng và được thoả thuận giữa hai bên ngay trước khi giao hàng. </span></p> <p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"> <span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc liên quan đến việc giao hàng, Quý khách hàng liên hệ số điện thoại <strong>0942 288 388</strong> để được giải đáp và giải quyết kịp thời.<br /> <br /> Trân trọng!</span></span></span></p> </div> ', 'images' => '20210407122135505ddef64809ce7ee5f9db7cfdfd3e2e.jpg', 'images_multi' => '', 'pos' => '3', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3546', 'slug' => 'chinh-sach-van-chuyen', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '141', 'rght' => '142', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 3 => array( 'Post' => array( 'id' => '585', 'name' => 'Chính sách đổi trả', 'code' => null, 'alias' => 'chinh-sach-doi-tra', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Chúng tôi hỗ trợ đổi trả sản phẩm trong vòng 07 ngày nếu lỗi phát sinh do nhà sản xuất.<br /> <br /> Trong thời gian đổi trả, Công ty CP Công nghệ và Thương mại Thành Đạt sẽ hỗ trợ cung cấp máy móc thay thế kịp thời để công việc khảo sát, đo đạc của Quý khách không bị gián đoạn. Chi phí vận chuyển cho việc đổi trả do hai bên tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br /> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">> Điều kiện đổi trả: </span></span></strong></span><br /> <ul> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải còn nguyên tem mác.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm bị lỗi do nhà sản xuất.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm không đúng như đơn đặt hàng.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm là 1 lần</span></span></span></li> </ul> <br /> <div style="text-align: start;"> <span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">> </span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ không được chấp nhận nếu:</span> <span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"> </span></span></strong></span></div> <ul> <li> <span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong quá trình sử dụng sản phẩm Quý khách không tuân thủ các chỉ dẫn của Nhà sản xuất.</span></span></li> <li> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, không nguyên vẹn</span></span></span></li> </ul> <br /> <span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngoài ra, chúng tôi cũng hỗ trợ đổi trả sản phẩm vì lý do chủ quan của Quý khách hàng ( muốn đổi sang sản phẩm cùng chủng loại nhưng khác về màu sắc, hãng sản xuất hay thông số kỹ thuật). Chi phí cho việc đổi trả này do Quý khách hàng chịu.</span></span><br /> <br /> <span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;"> </span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"> </strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Liên hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đúng qui định.</span></span>', 'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg', 'images_multi' => '', 'pos' => '4', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3547', 'slug' => 'chinh-sach-doi-tra', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '137', 'rght' => '138', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 4 => array( 'Post' => array( 'id' => '583', 'name' => 'Chính sách bảo hành', 'code' => null, 'alias' => 'chinh-sach-bao-hanh', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả các sản phẩm mua tại hệ thống cửa hàng của chúng tôi đều được bảo hành chính hãng theo quy định của nhà sản xuất. </span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" /> <span style="color: rgb(66, 66, 66); text-align: justify;">Chúng tôi hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt quá trình Quý khách sử dụng sản phẩm.</span></span></span></div> <div> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo hành miễn phí: </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo hành miễn phí nếu sản phẩm đó còn thời hạn bảo hành (được tính kể từ ngày mua hàng).</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo hành được ghi trên Tem Bảo Hành và theo quy định của từng Nhà sản xuất đối với tất cả các sự cố về mặt kỹ thuật.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Có Tem bảo hành trên sản phẩm.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm có sự cố kĩ thuật chúng tôi sẽ trực tiếp khắc phục sự cố tại cửa hàng hoặc thay mặt khách hàng mang sản phẩm tới Trung Tâm Bảo Hành của hãng.</span></span></li> </ul> <br /> <strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp không được bảo hành (sửa chữa có tính phí): </span></span></strong><br /> <br /> <ul> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đã quá thời hạn bảo hành hoặc không có Tem bảo hành trên máy.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do tác động cơ học làm rơi, vỡ, va đập, trầy xước, móp méo, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thiên tai gây nên.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng không đúng cách, sử dụng sai điện áp quy định.</span></span></li> <li> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự ý tháo dỡ, sửa chữa sản phẩm</span></span></li> </ul> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trân trọng!</span></span><br /> <span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"> </span></span></div> ', 'images' => '20210407123801c4049edabae0c54e2347c82e21413ec3.jpg', 'images_multi' => '', 'pos' => '5', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!', 'created' => '2021-04-07', 'modified' => '2026-04-13', 'status' => '1', 'view' => '3279', 'slug' => 'chinh-sach-bao-hanh', 'name_eng' => '', 'shortdes_eng' => '', 'content_eng' => '', 'phut' => null, 'shortdes_tq' => null, 'content_tq' => null, 'name_tq' => null, 'nguoilon' => null, 'treem' => null, 'truso' => null, 'don' => null, 'doi' => null, 'lon' => null, 'tour' => null, 'tourtrongnuoc' => null, 'tournuocngoai' => null, 'noiden' => null, 'ngaydi' => null, 'thangdi' => null, 'namdi' => null, 'ngaykhoihanh' => null, 'thoigiandi' => null, 'ngaykhoihanh_eng' => null, 'thoigiandi_eng' => null, 'videoyou' => null, 'nt' => null, 'duration' => null, 'duration_eng' => null, 'twodaypro' => null, 'twodaypro_eng' => null, 'threedaypro' => null, 'threedaypro_eng' => null, 'photo' => null, 'lft' => '133', 'rght' => '134', 'vat' => null, 'hangsx' => null, 'baohanh' => null, 'tinhtrang' => '1', 'tailieu' => null, 'tag' => null ), 'Catproduct' => array( 'id' => '4', 'name' => 'Chính sách bán hàng', 'parent_id' => null, 'alias' => 'chinh-sach-ban-hang', 'images' => '', 'lft' => '47', 'rght' => '48', 'pos' => '3', 'status' => '0', 'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc', 'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...', 'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!', 'created' => '2015-12-02', 'modified' => '2025-10-29', 'slug' => 'chinh-sach-ban-hang-1', 'cate' => '4', 'link' => 'dich-vu', 'name_eng' => 'Sales Policy', 'name_tq' => '', 'type' => 'new', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ), (int) 5 => array( 'Post' => array( 'id' => '584', 'name' => 'Chính sách bảo mật thông tin', 'code' => null, 'alias' => 'chinh-sach-bao-mat-thong-tin', 'cat_id' => '4', 'price' => '0', 'type' => 'new', 'shortdes' => '', 'content' => '<div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đích thu nhập thông tin cá nhân</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Thông tin cá nhân mà chúng tôi thu thập bao gồm: họ tên, địa chỉ giao hàng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với các giao dịch thanh toán qua cổng thanh toán trực tuyến, Chúng tôi không lưu trữ thông tin số tài khoản, số thẻ ngân hàng của khách hàng, những thông tin này sẽ được cổng thanh toán lưu trữ để phục vụ việc đối soát giao dịch.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân khách hàng sẽ được sử dụng cho một hoặc tất cả các mục đích sau đây:</span></span></span></span> <ul style="margin: 0px; padding: 0px 0px 0px 15px;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao hàng cho quý khách đã mua hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông báo về việc giao hàng và hỗ trợ khách hàng</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp thông tin liên quan đến sản phẩm</span></span></span></span></li> </ul> </li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoài ra, chúng tôi sẽ sử dụng thông tin của quý khách cung cấp để hỗ trợ quản lý tài khoản khách hàng (nếu có); xác nhận và thực hiện các giao dịch tài chính liên quan đến các khoản thanh toán trực tuyến của quý khách;</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi không được phép thu nhập thông tin nếu khách hàng không tự nguyện, cũng không sử dụng phương thức thu thập thông tin khách hàng bằng các hình thức bất hợp pháp.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng thông tin</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Thông tin cá nhân thu thập được sẽ chỉ được sử dụng trong nội bộ công ty.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể chia sẻ tên và địa chỉ của quý khách cho dịch vụ chuyển phát nhanh có uy tín để giao hàng cho quý khách theo cam kết.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ thông tin</span></span></span></span></h2> <p style="text-align: justify;"> <br /> <span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Thông tin khách hàng được lưu trữ nội bộ cho đến khi có yêu cầu xóa thông tin từ phía khách hàng.</span></p> <div style="margin: 0px; padding: 0px; line-height: 20px;"> <div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức có thể được tiếp cận với thông tin </span></span></h2> <br /> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với thông tin cá nhân của khách hàng thuộc một trong những trường hợp sau:</span></span><br /> </div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nhân viên của Công ty Cổ phần Công nghệ và thương mại Thành Đạt</span></span></div> <div style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Các đối tác có ký hợp đồng thực hiện 1 phần dịch vụ của Công ty. Các đối tác này sẽ nhận được những thông tin theo thỏa thuận hợp đồng (có thể 1 phần hoặc toàn bộ thông tin tuy theo điều khoản hợp đồng) để tiến hành hỗ trợ người dùng sử dụng dịch vụ do Công ty cung cấp.</span></span></div> <div style="text-align: justify;"> </div> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập và quản lý thông tin</span></span></h2> <div style="text-align: justify;"> <em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm cách thức liên lạc để người tiêu dùng có thể hỏi về hoạt động thu thập, xử lý thông tin liên quan đến cá nhân mình)</span></span></em></div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập và quản lý thông tin:</span></span><br /> </div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Công ty Cổ phần Công nghệ và thương mại Thành Đạt </span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Liên, Q. Đống Đa, Tp. Hà Nội</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div> <div style="text-align: justify;"> <strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div> </div> </div> <p style="text-align: justify;"> <br /> <span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người dùng có thể gọi điện tới tổng đài hỗ trợ và chăm sóc khách hàng </span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> để điều chỉnh hoặc xóa đi dữ liệu cá nhân của mình.</span><br /> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật thông tin cá nhân khách hàng</span></span></span></span></h2> <br /> <ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;"> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Không bán, chia sẻ hay trao đổi thông tin cá nhân của khách hàng thu thập trên trang web cho một bên thứ ba nào khác.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ các trường hợp về sử dụng thông tin cá nhân như đã nêu trong chính sách này,chúng tôi cam kết không tiết lộ thông tin cá nhân của bạn ra ngoài. Trong một số trường hợp, chúng tôi có thể thuê một đơn vị độc lập để tiến hành các dự án nghiên cứu thị trường và khi đó thông tin của bạn sẽ được cung cấp cho đơn vị này để tiến hành dự án. Bên thứ ba này sẽ bị ràng buộc bởi một thỏa thuận về bảo mật mà theo đó họ chỉ được phép sử dụng những thông tin được cung cấp cho mục đích hoàn thành dự án.</span></span></span></span></li> <li style="margin: 0px; padding: 0px; line-height: 20px;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Chúng tôi có thể tiết lộ hoặc cung cấp thông tin cá nhân của bạn trong các trường hợp thật sự cần thiết như sau: (a) khi có yêu cầu của các cơ quan pháp luật; (b) trong trường hợp mà chúng tôi tin rằng điều đó sẽ giúp chúng tôi bảo vệ quyền lợi chính đáng của mình trước pháp luật.</span></span></span></span></li> </ul> <p style="text-align: justify;"> </p> <h2 style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về chính sách</span></span></span></span></h2> <p style="text-align: justify;"> <br style="margin: 0px; padding: 0px;" /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của “Chính sách bảo mật” này có thể thay đổi để phù hợp với các nhu cầu của Công Ty CP Công nghệ và Thương Mại Thành Đạt cũng như nhu cầu và sự phản hồi từ khách hàng (nếu có). </span></span></span></span></p> </div> <div style="text-align: justify;"> <br /> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chúng tôi hiểu rằng quyền lợi của bạn trong việc bảo vệ thông tin cá nhân cũng chính là trách nhiệm của chúng tôi nên trong bất kỳ trường hợp có thắc mắc, góp ý nào liên quan đến chính sách bảo mật, việc thông tin cá nhân bị sử dụng sai mục đích vui lòng liên hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br /> <br /> Trân trọng!</span></span></div> ', 'images' => '202104071236589b665b2accf17da9077cea4c5dad8e94.jpg', 'images_multi' => '', 'pos' => '6', 'new' => '0', 'hot' => '1', 'saleoff' => null, 'title_seo' => 'Trắc địa Thành Đạt', 'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! 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array( 'Advertisement' => array( 'id' => '49', 'name' => null, 'link' => '', 'images' => '2021012009122728dc0ef2b70634d0a45511fff4f68db7.jpg', 'display' => '1', 'created' => '2021-01-20', 'modified' => '2021-01-20', 'status' => '1', 'pos' => '0', 'content' => null, 'slug' => null, 'lft' => '51', 'rght' => '52' ) ) $chiasekinhnghiem = array() $list_menu_footer = array() $danhmuc_left_parent_sphot = array( (int) 0 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ) ) $danhmuc_left_parent = array( (int) 0 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ) ) $danhmuc = array( (int) 0 => array( 'Catproduct' => array( 'id' => '1', 'name' => 'Trang chủ', 'slug' => 'trang-chu' ) ), (int) 1 => array( 'Catproduct' => array( 'id' => '3', 'name' => 'Giới thiệu ', 'slug' => 'gioi-thieu' ) ), (int) 2 => array( 'Catproduct' => array( 'id' => '2', 'name' => 'Sản phẩm', 'slug' => 'san-pham-1' ) ), (int) 3 => array( 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654 999', 'email' => '', 'name1' => '' ) ) ) $content_for_layout = ' <div class="bg-cat-danhmuc"> <div class="cat-title-danhmuc"> <a href="" title=""> <h1>Kiến thức - Ứng dụng</h1> </a> </div> </div> <div class="box-content-detail11"> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/2023071215243291bf87733c85c6054f3187c9027e7ff2.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-07-12</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu-leica-hoi-va-dap.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a 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</div><!--end over-img--> <a href="https://tracdiathanhdat.vn/cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-30</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/cho-thue-may-toan-dac-leica-nikon-topcon-sokkia-uy-tin-chat-luong-gia-re.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230613161608bf1441d7309d39dcda6ef0cd7b63dc28.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-13</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/sai-so-goc-i-o-may-thuy-binh-tu-dong-cach-kiem-tra-va-khac-phuc.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230610130103ba655f12a66201f445f6816a87ffe480.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-06-10</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-may-dinh-vi-gnss-rtk-cua-hang-geomate.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/202305301610048b836b9276e806fc2f8458b2bc05f8fc.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-30</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/2023052510084176e7dd8aea9bcb2f5c43cb9a723c15c3.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-25</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/sai-so-trong-do-dac-va-cach-khac-phuc.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230508111131dc7a2c77b3d50d2023aaee921bc3a899.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-08</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/huong-dan-nhanh-cach-giao-hoi-may-toan-dac-leica-nikon-topcon-sokkia.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> <img class="image" src="https://tracdiathanhdat.vn/admin/img/post/20230505142224c6b674f5588228036011778df458d756.png" title="" alt=""/> </a> </div><!--end over-img--> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> <h3></h3> </a> <div class="shortdes"> <p id="createdd">Ngày đăng : 2023-05-05</p> </div> <div class="new-detail"> <a href="https://tracdiathanhdat.vn/tim-hieu-ve-phan-mem-pix4d.htm" title=""> Detail </a> </div> <div class="clear-main"></div> </div><!--end row-new--> <div class="row-new11"> <div class="over-img img-outer"> <a href="https://tracdiathanhdat.vn/leica-disto-apps.htm" title=""> <img class="image" 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View 10/191. </div> <div class="clear-main"></div> ' $scripts_for_layout = '' $count = (int) 0 $price = (int) 0 $sl = (int) 0 $cap1 = array( 'Catproduct' => array( 'id' => '6', 'name' => 'Liên hệ', 'slug' => 'lien-he' ) ) $dm_c2 = array() $cap2 = array( 'Catproduct' => array( 'id' => '47', 'name' => 'Sản phẩm khác', 'parent_id' => '2', 'alias' => 'san-pham-khac', 'images' => '2024010816004972262bc63fc2344d41a2a0d35c8176a7.png', 'lft' => '28', 'rght' => '29', 'pos' => '14', 'status' => '1', 'title_seo' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..', 'meta_key' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..', 'meta_des' => 'Chuyên cung cấp địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,.. Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ', 'created' => '2016-01-25', 'modified' => '2024-01-08', 'slug' => 'san-pham-khac', 'cate' => '4', 'link' => 'san-pham', 'name_eng' => '', 'name_tq' => '', 'type' => 'product', 'hot' => '0', 'content' => '', 'display' => '0', 'content_eng' => null ) ) $dm_c3 = array()include - APP/View/Elements/menu.ctp, line 56 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::element() - CORE/Cake/View/View.php, line 424 include - APP/View/Layouts/home.ctp, line 169 View::_evaluate() - CORE/Cake/View/View.php, line 920 View::_render() - CORE/Cake/View/View.php, line 883 View::renderLayout() - CORE/Cake/View/View.php, line 539 View::render() - CORE/Cake/View/View.php, line 483 Controller::render() - CORE/Cake/Controller/Controller.php, line 957 ProductController::sanpham() - APP/Controller/ProductController.php, line 285 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161 [main] - APP/webroot/index.php, line 92
