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Applications of Graph Theory to Gross Error Detection for GPS Geodetic Control Networks

机译:图论在GPS大地控制网总误差检测中的应用

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This paper describes a broad perspective of the application of graph theory to establishment of GPS control networks whereby the GPS network is considered as a connected and directed graph with three components. In this algorithm the gross error detection is undertaken through loops of different spanning trees using the "Loop Law" in which the individual components ΔX, ΔY and ΔZ sum up to zero. If the sum of the respective vector components ΣX, ΣY and ΣZ in a loop is not zero and if the error is beyond the tolerable limit (ε>w),it indicates the existence of gross errors in one of the baselines in the loop and therefore the baseline must be removed or re-observed. After successful screening of errors by graph theory, network adjustment can be carried out. In this paper, the GPS data from the control network established as reference system for the HP Dam at Baishan county in Liaoning province is presented to illustrate the algorithm.
机译:本文描述了图论在建立GPS控制网络中的应用的广阔视野,其中GPS网络被视为具有三个组成部分的连通有向图。在该算法中,使用“循环定律”通过不同生成树的循环进行总错误检测,其中各个分量ΔX,ΔY和ΔZ总计为零。如果循环中各个矢量分量ΣX,ΣY和ΣZ的总和不为零,并且误差超出了可容忍的极限(ε> w),则表明循环中基线之一存在粗差,并且因此必须删除或重新观察基线。通过图论成功地排除错误后,即可进行网络调整。本文以辽宁省白山县作为大坝参考系统的控制网络的GPS数据为例进行了说明。

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