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Robustness Analysis of Two-Dimensional Networks

机译:二维网络的鲁棒性分析

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After geodetic networks are established, relevant measurements are made and point coordinates are estimated by the least-squares method. However, the least-squares method does not give any information about the robustness of networks. To measure robustness of a network, the degree of deformation of individual points of the network is measured by strain. Furthermore, threshold values are needed to evaluate networks. These threshold values will enable us to evaluate the robustness of the network. If the displacements of individual points of the network are worse than the threshold values, we must redesign the network by changing the configuration or improving the measurements until we obtain a network of acceptable robustness. This paper describes how to obtain the displacements at individual points of a network, employs the specifications of the Geodetic Survey Division, and shows the power of the technique on different geodetic networks.
机译:建立大地测量网络后,将进行相关测量,并通过最小二乘法估算点坐标。但是,最小二乘法没有提供有关网络健壮性的任何信息。为了测量网络的鲁棒性,通过应变来测量网络的各个点的变形程度。此外,需要阈值来评估网络。这些阈值将使我们能够评估网络的健壮性。如果网络中各个点的位移比阈值差,我们必须通过更改配置或改进测量来重新设计网络,直到获得可接受的鲁棒性网络。本文介绍了如何获取网络各个点的位移,如何利用大地测量处的规范,并展示了该技术在不同大地网络上的强大功能。

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