Sensitivity analysis of control networks in terms of minimal detectable displacements

Krzysztof Książek, S. Łapiński
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Abstract

Sensitivity analysis is one aspect of the calculation process in displacement measurement. For this purpose, sensitivity measures are used in the form of minimal detectable displacements ( ), derived from the definition of minimal detectable bias ( ). Analyses were performed based on disturbing the parameter vector with the  value (calculated from principal component analysis). Analyses were considered for displacements of the levelling network based on the global vector ( ). The calculations were conducted using the least squares adjustment with pseudo-random observations. The mean success rate ( ) was used to perform the detection analyses. The effectiveness of the global test agrees with the assumed power of the test. Local tests for a single point showed 48.6 % displacements of more than one point. It should be considered using another local test for the case of displacements of multiple points. This study concludes that in addition to the accuracy of the designed network points, the network configuration is also important in sensitivity analyses. The research shows that sensitivity analyses should be considered at the design stage of control networks, i.e. to determine at what level a given network is able to detect displacement.
基于最小可检测位移的控制网络灵敏度分析
灵敏度分析是位移测量计算过程中的一个方面。为此,灵敏度测量以最小可检测位移()的形式使用,该形式来自最小可检测偏差()的定义。用主成分分析计算的值扰动参数向量进行分析。考虑了基于全局向量()的水准网位移分析。计算采用伪随机观测的最小二乘平差进行。采用平均成功率()进行检测分析。全局测试的有效性与测试的假设功率一致。单点局部试验显示,超过一点的位移占48.6%。对于多点位移的情况,应考虑采用另一局部试验。研究表明,除了设计的网络点的准确性外,网络配置在灵敏度分析中也很重要。研究表明,在控制网络的设计阶段应考虑灵敏度分析,即确定给定网络在什么水平上能够检测位移。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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