首页> 外文期刊>International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences >OPTIMIZATION OF GROUND CONTROL POINT (GCP) CONFIGURATION FOR UNMANNED AERIAL VEHICLE (UAV) SURVEY USING STRUCTURE FROM MOTION (SFM)
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OPTIMIZATION OF GROUND CONTROL POINT (GCP) CONFIGURATION FOR UNMANNED AERIAL VEHICLE (UAV) SURVEY USING STRUCTURE FROM MOTION (SFM)

机译:使用运动结构(SFM)优化无人飞行器(UAV)测量的地面控制点(GCP)配置

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This research presents a method in assessing the impact of Ground Control Point (GCP) distribution, quantity, and inter-GCP distances on the output Digital Elevation Model (DEM) by utilizing SfM and GIS. The study was carried out in a quarry site to assess the impacts of these parameters on the accuracy of accurate volumetric measurements UAV derivatives. Based on GCP Root Mean Square Error (RMSE) and surface checkpoint error (SCE), results showed that the best configuration is the evenly distributed GCP set (1.58?m average RMSE, 1.30?m average SCE). Configurations clumped to edge and distributed to edge follow suit with respective RMSE (SCE) of 2.53?m (2.13?m) and 3.11?m (2.54?m). The clumped to center configuration yielded 6.23?m RMSE and 4.66?m SCE. As the number of GCPs used increase, the RMSE and SCE are observed to decrease consistently for all configurations. Further iteration of the best configuration showed that from RMSE of 4.11?m when 4 GCPs are used, there is a drastic decrease to 0.86?m once 10 GCPs are used. From that quantity, only centimeter differences can be observed until the full set of 24 GCPs have been used with a 0.012?m error. This is reflected in the stockpile measurement when the iteration results are compared to the reference data. The dataset processed with a minimum of 4 GCPs have a 606,991.43?msup3/sup difference, whereas the dataset processed with 23 out of 24 has a 791.12?msup3/sup difference from the reference data. The accuracy of the SfM-based DEM increases with the quantity of the GCPs used with an even distribution.
机译:这项研究提出了一种利用SfM和GIS评估地面控制点(GCP)分布,数量和GCP间距离对输出数字高程模型(DEM)的影响的方法。该研究是在一个采石场进行的,以评估这些参数对无人飞行器精确体积测量精度的影响。根据GCP均方根误差(RMSE)和表面检查点误差(SCE),结果表明,最佳配置是均匀分布的GCP集(平均RMSE为1.58μm,平均SCE为1.30μm)。聚集到边缘并分布到边缘的配置也是如此,其RMSE(SCE)分别为2.53?m(2.13?m)和3.11?m(2.54?m)。从丛集到中心的配置产生了6.23?m的RMSE和4.66?m的SCE。随着使用的GCP数量的增加,对于所有配置,RMSE和SCE都会持续下降。最佳配置的进一步迭代表明,当使用4个GCP时,RMSE从4.11?m急剧下降到使用10个GCP时的0.86?m。从这个数量来看,直到使用了完整的24个GCP且误差为0.012?m为止,才可以观察到厘米的差异。当将迭代结果与参考数据进行比较时,这反映在库存测量中。至少用4个GCP处理的数据集与基准的差异为606,991.43?m 3 ,而在24个样本中有23个处理的数据集与基准的差异为791.12?m 3 数据。基于SfM的DEM的精度随均匀分布使用的GCP数量而增加。

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