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A novel data-driven method for structural health monitoring under ambient vibration and high-dimensional features by robust multidimensional scaling

机译:一种新型数据驱动方法,用于在环境振动和高维特征下的结构健康监测,通过鲁棒多维缩放

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摘要

Dealing with the problem of large volumes of high-dimensional features and detecting damage under ambient vibration are critical to structural health monitoring. To address these challenges, this article proposes a novel data-driven method for early damage detection of civil engineering structures by robust multidimensional scaling. The proposed method consists of some simple but effective computational parts including a segmentation process, a pairwise distance calculation, an iterative algorithm regarding robust multidimensional scaling, a matrix vectorization procedure, and a Euclidean norm computation. AutoRegressive Moving Average models are fitted to vibration time-domain responses caused by ambient excitations to extract the model residuals as high-dimensional features. In order to increase the reliability of damage detection and avoid any false alarm, the extreme value theory is considered to determine a reliable threshold limit. However, the selection of an appropriate extreme value distribution is crucial and troublesome. To cope with this limitation, this article introduces the generalized extreme value distribution and its shape parameter for choosing the best extreme value model among Gumbel, Frechet, and Weibull distributions. The main contributions of this article include developing a novel data-driven strategy for early damage detection and addressing the limitation of using high-dimensional features. Experimental data sets of two well-known civil structures are utilized to validate the proposed method along with some comparative studies. Results demonstrate that the proposed data-driven method in conjunction with the extreme value theory is highly able to detect damage under ambient vibration and high-dimensional features.
机译:处理大量高尺寸特征的问题和在环境振动下检测损坏对于结构健康监测至关重要。为了解决这些挑战,本文提出了一种新的数据驱动方法,用于通过强大的多维缩放对土木工程结构的早期损害检测。所提出的方法包括一些简单但有效的计算部分,包括分割过程,成对距离计算,一种关于鲁棒多维缩放的迭代算法,矩阵矢量化过程和欧几里德规范计算。自动增加移动平均模型适用于由环境激励引起的振动时域响应,以提取模型残差作为高维特征。为了提高损坏检测的可靠性并避免任何误报,认为极值理论被认为是确定可靠的阈值限制。然而,选择适当的极端值分布至关重要和麻烦。为了应对这一限制,本文介绍了广义极值分布及其形状参数,用于在Gumbel,Frechet和Weibull分布中选择最佳极值模型。本文的主要贡献包括开发一种新的数据驱动策略,用于早期损坏检测,并解决使用高维特征的限制。两个公知的民用结构的实验数据集用于验证所提出的方法以及一些比较研究。结果表明,所提出的数据驱动方法与极值理论结合在一起的能力在环境振动和高维特征下检测损坏。

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