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Statistics based localized damage detection using vibration response

机译:基于统计的基于振动响应的局部损伤检测

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摘要

Damage detection is a challenging, complex, and at the same time very important research topic in civil engineering. Identifying the location and severity of damage in a structure, as well as the global effects of local damage on the performance of the structure are fundamental elements of damage detection algorithms. Local damage detection is essential for structural health monitoring since local damages can propagate and become detrimental to the functionality of the entire structure. Existing studies present several methods which utilize sensor data, and track global changes in the structure. The challenging issue for these methods is to be sensitive enough in identifying local damage. Autoregressive models with exogenous terms (ARX) are a popular class of modeling approaches which are the basis for a large group of local damage detection algorithms. This study presents an algorithm, called Influence-based Damage Detection Algorithm (IDDA), which is developed for identification of local damage based on regression of the vibration responses. The formulation of the algorithm and the post-processing statistical framework is presented and its performance is validated through implementation on an experimental beam-column connection which is instrumented by dense-clustered wired and wireless sensor networks. While implementing the algorithm, two different sensor networks with different sensing qualities are utilized and the results are compared. Based on the comparison of the results, the effect of sensor noise on the performance of the proposed algorithm is observed and discussed in this paper.
机译:损坏检测是一个具有挑战性,复杂且同时在土木工程中非常重要的研究主题。识别结构中损坏的位置和严重性以及局部损坏对结构性能的整体影响是损坏检测算法的基本要素。局部损坏检测对于结构健康状况监视至关重要,因为局部损坏会传播并损害整个结构的功能。现有研究提出了几种利用传感器数据并跟踪结构整体变化的方法。这些方法的挑战性问题是在识别局部损坏时要足够敏感。具有外生项的自回归模型(ARX)是一类流行的建模方法,它们是大量局部损伤检测算法的基础。这项研究提出了一种称为基于影响的损伤检测算法(IDDA)的算法,该算法用于基于振动响应的回归来识别局部损伤。提出了该算法的公式化和后处理统计框架,并通过在密集束状有线和无线传感器网络检测到的实验性梁柱连接上的实现验证了其性能。在实施该算法时,利用了两个具有不同感应质量的不同传感器网络,并对结果进行了比较。在比较结果的基础上,观察并讨论了传感器噪声对算法性能的影响。

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