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Modelling of in-plane wave propagation in a plate using spectral element method and Kane-Mindlin theory with application to damage detection

机译:利用谱元法和Kane-Mindlin理论对板中平面内波传播进行建模并应用于损伤检测

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摘要

This paper presents results of experimental and numerical analyses of in-plane waves propagating in a 5 mm-thick steel plate in the frequency range of 120-300 kHz. For such a thickness/frequency ratio, extensional waves reveal dispersive character. To model in-plane wave propagation taking into account the thickness-stretch effect, a novel 2D spectral element, based on the Kane-Mindlin theory, was formulated. An application of in-plane waves to damage detection is also discussed. Experimental investigations employing a laser vibrometer demonstrated that the position and length of a defect can precisely be identified by analysing reflected and diffracted waves.
机译:本文介绍了在120mm至300kHz频率范围内在5mm厚钢板中传播的面内波的实验和数值分析结果。对于这样的厚度/频率比,延伸波显示出色散特性。为了在考虑厚度拉伸效应的情况下对面内波传播进行建模,基于Kane-Mindlin理论,提出了一种新颖的2D光谱元素。还讨论了面内波在损伤检测中的应用。使用激光振动计的实验研究表明,可以通过分析反射波和衍射波来精确地确定缺陷的位置和长度。

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