摄影测量工作流程中地面控制点的重要性

IF 1 Q4 ENGINEERING, CIVIL
I. M. Pârvu, Iuliana Adriana Cuibac Picu, Ileana Spiroiu
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引用次数: 0

摘要

本研究探讨了航空摄影测量项目中地面控制点(GCP)的最佳分布和模式。航空三角测量 (AT),也称为捆绑调整,是完善三维重建模型和相机位置的基本步骤,从而最大限度地减少重投影误差。本研究利用罗马尼亚一个国家项目的数据,使用摄影测量传感器采集高分辨率航空图像。该项目对地面控制点(GCP)的放置以及使用全球导航卫星系统和几何水准测量技术进行实地测量有着严格的要求。研究采用了各种方案,对地面控制点的数量和分布进行操作,以评估其对平面测量和测高精确度的影响。结果表明,GCP 的配置和数量对摄影测量产品(如密集图像点云、数字地表模型和正射影像)的精度有很大影响。此外,研究还强调了精确 GCP 确定方法的重要性,尤其是在缺乏精确重力大地水准面模型的地区。在 GCP 覆盖范围不足的情况下,成果质量较差,这强调了 GCP 在确保摄影测量产品质量方面的关键作用。总之,这项研究清楚地揭示了 GCP 的最佳放置模式及其对在检查点(CHK)进行的 AT 过程评估的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Importance of Ground Control Points In A Photogrammetric Workflow
This study investigates the optimal distribution and pattern of ground control points (GCPs) in aerial photogrammetric projects. Aerial triangulation (AT), also known as bundle adjustment, is the fundamental step in refining 3D reconstruction models and camera positions, thereby minimizing reprojection errors. The study utilizes data from a national project in Romania, employing high-resolution aerial images acquisition using photogrammetric sensors. The project has rigorous requirements of ground control points (GCP) placement and field measurements using GNSS and geometric leveling techniques. The study employs various scenarios, manipulating the number and distribution of GCPs, to assess their influence on planimetric and altimetric accuracy. Results indicate that the configuration and number of GCPs significantly affect the accuracy of photogrammetric products, such as dense image point clouds, digital surface models, and orthophotos. Moreover, the study underscores the importance of precise GCP determination methods, especially in regions lacking a precise gravimetric geoid model. In scenarios with inadequate GCP coverage the outcomes have inferior quality, emphasizing the critical role of GCPs in ensuring the quality of photogrammetric products. Overall, the research gives a clear view on the best placement patterns of GCPs and their influence on AT process evaluation performed in check points (CHKs).
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来源期刊
自引率
9.10%
发文量
18
审稿时长
12 weeks
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