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Faults detection by finite element analysis of a multi cracked beam using vibration signatures

机译:利用振动特征通过多裂纹梁的有限元分析进行故障检测

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In this paper, analysis for fault identification in a cracked beam has been carried out. Theoretical, finite element and experimental analyses for identification of the crack depths and their positions in a beam containing multiple transverse cracks are carried out. It has been established that a crack in a beam has an important effect on its dynamic behaviour. The strain energy density function is used to evaluate the additional flexibility produced due to the presence of crack. Based on the flexibility, a new stiffness matrix is deduced and subsequently that is used to calculate the natural frequencies and mode shapes of the cracked beam. The analysis of the crack structure is done using theoretical, finite element and experimental analysis. The results from finite element method and experimental method are compared with the results from the numerical analysis for validation. The results are found to be in good agreement.
机译:在本文中,已经进行了分析以识别裂纹梁中的故障。为确定裂纹深度及其在包含多个横向裂纹的梁中的位置,进行了理论,有限元和实验分析。已经确定,梁中的裂纹对其动态行为具有重要影响。应变能密度函数用于评估由于裂纹的存在而产生的附加柔韧性。基于柔韧性,推导了新的刚度矩阵,随后将其用于计算裂纹梁的固有频率和振型。裂纹结构的分析是使用理论,有限元和实验分析进行的。将有限元方法和实验方法的结果与数值分析的结果进行比较以进行验证。发现结果非常吻合。

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