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Inverse boundary value problems with uncertain boundary values and their relevance to inclinometer measurements

机译:边界值不确定的逆边界值问题及其与测斜仪的相关性

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This paper presents the theoretical background for a new measurement system for the monitoring of possible road subsidence and its verification with experimental results. A combination of theodolite measurements and inclinometers are used to perform the monitoring of possible land subsidence. The aim is to detect ground motion near critical infrastructure during excavation is the vicinity. The required computation corresponds to an inverse boundary value problem with uncertain boundary values. The solution is formulated as a covariance weighted Hermite approximation problem. Additionally, a method of taking advantage of the properties of the over-constrained system to identify a defective sensor is presented. The correct functionality of the proposed method and its performance in terms of uncertainty is demonstrated with a Monte Carlo simulation. Additionally, tests were performed with a real monitoring system with reference measurements. The correct functionality of the measurement system was verified.
机译:本文介绍了一种新的测量系统的理论背景,该系统用于监测可能的路面沉降并通过实验结果进行验证。经纬仪测量和倾角仪的组合用于对可能的地面沉降进行监测。目的是在附近进行挖掘时检测关键基础设施附近的地面运动。所需的计算对应于具有不确定边界值的逆边界值问题。该解决方案公式化为协方差加权Hermite逼近问题。另外,提出了一种利用过度约束的系统的特性来识别有缺陷的传感器的方法。蒙特卡罗仿真证明了所提出方法的正确功能及其在不确定性方面的性能。此外,还使用带有参考测量值的真实监控系统进行了测试。验证了测量系统的正确功能。

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