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首页> 外文期刊>Inverse Problems in Science & Engineering >An iterated IRS technique for cross-sectional damage modelling and identification in beams using limited sensors measurement
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An iterated IRS technique for cross-sectional damage modelling and identification in beams using limited sensors measurement

机译:一种迭代的IRS技术,用于使用有限传感器测量梁横截面损伤建模和识别的迭代IRS技术

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摘要

This paper presents an effective method for cross-sectional damage localization and quantification in beams. First, a new strategy is suggested for cross-sectional damage modelling by means of Iterated Improved Reduction System (IIRS) approach. Then, a novel damage localization index is proposed employing Grey System Theory (GST) as a geometrical criterion for quantifying the amount of correlation between vectors of the calculated curvatures for the diagonal members of the flexibility matrices in the damaged and undamaged states. Since the method employs only the modal data of the translational degrees of freedom, it can be interpreted as damage identification method by utilizing incomplete modal data or installing a limited number of sensors. After detecting the damage location, to estimate the exact parameters of the cross-sectional damage, the problem is defined as a finite element model-updating problem which is solved with a new evolutionary optimization approach named Imperialist Competitive Algorithm (ICA). The applicability of the method is demonstrated by studying different damage patterns on two numerical examples of beams. In addition, its robustness is investigated in the presence of random noises and modelling errors. Obtained results emphasize the high accuracy and promising performance of the method, especially when noisy incomplete modal data are used.
机译:本文提出了一种有效的方法,用于横截面损伤定位和梁的定量。首先,提出了一种通过迭代改进的减少系统(IIR)方法的横截面损伤建模的新策略。然后,提出了一种新的损伤定位指标,采用灰色系统理论(GST)作为用于量化损坏和未损坏状态中的柔性矩阵的对角线构件的计算曲率之间的相关的相关性的几何标准。由于该方法仅采用平移自由度的模态数据,因此可以通过利用不完整的模态数据或安装有限数量的传感器来解释为损坏识别方法。在检测到损坏位置后,要估计横截面损坏的确切参数,问题被定义为有限元模型更新问题,该问题被命名为名为帝国主义竞争算法(ICA)的新进化优化方法。通过在光束的两个数值例子上研究不同的损伤模式来证明该方法的适用性。此外,在随机噪声的存在和建模误差存在下调查其鲁棒性。获得的结果强调该方法的高精度和有希望的性能,特别是当使用嘈杂的不完全模态数据时。

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