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Sensitivity of fundamental mode shape and static deflection for damage identification in cantilever beams

机译:基本模态形状和静态挠度对悬臂梁损伤识别的敏感性

摘要

Fundamental mode shape and static deflection are typical features frequently used for identification of damage in beams. Regarding these features, an interesting question, still pending, is which one is most sensitive for use in damage identification. The present study addresses the key sensitivity of these features for damage identification in cantilever beams, wherein these features are extremely similar in configurations. The intrinsic relation between the fundamental mode shape and static deflection is discussed, and in particular, an explicit generic sensitivity rule describing the sensitivity of these features to damage in cantilever beams is proposed. The efficiency of this rule in identifying damage is investigated using EulerBernoulli cantilever beams with a crack. The validity of the approach is supported by three-dimensional elastic finite element simulation, incorporating the potential scatter in actual measurements. The results show that the generic sensitivity rule essentially provides a theoretical basis for optimal use of these features for damage identification in cantilever beams.
机译:基本模式形状和静态挠度是经常用于识别光束损伤的典型特征。关于这些功能,一个有趣的问题仍然悬而未决,那就是哪个对损坏识别最敏感。本研究解决了这些特征对于悬臂梁损伤识别的关键敏感性,其中这些特征在构造上极为相似。讨论了基本模态形状与静态挠度之间的内在联系,特别是提出了一个明确的通用敏感度规则,该规则描述了这些特征对悬臂梁损伤的敏感度。使用带有裂纹的EulerBernoulli悬臂梁研究了该规则在识别损伤中的效率。该方法的有效性得到三维弹性有限元模拟的支持,该模拟在实际测量中包含了潜在的散射。结果表明,通用灵敏度规则实质上为优化利用这些特征进行悬臂梁损伤识别提供了理论基础。

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