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Crack Identification in Multi-Span Beams on Elastic Foundation by Using Transfer Matrix Method

机译:用传递矩阵法测定弹性基础上的多跨度梁的裂缝识别

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In this study, an analytical based approach is proposed for detection of cracks in multi-span Euler-Bernoulli beams on Winkler foundation. Transfer matrix method (TMM) is used for both forward and inverse problems. The crack is modeled by means of a linear rotational spring. For the forward problem, natural frequencies of intact and cracked multi-span beam models are calculated via TMM for two different support arrangements and the results are compared with those obtained using finite element method (FEM). In the inverse problem, the crack location and crack length are calculated based on the natural frequencies obtained from FEM simulations using plots of rotational spring flexibilities versus crack location. The predicted crack properties are tabulated with actual data. It is seen that considering elastic foundation slightly decreases the accuracy of crack depth prediction for multi-span beams. However, the accuracy of localization of crack is not affected by Winkler foundation.
机译:在本研究中,提出了一种基于分析的方法,用于在Winkler基础上检测多跨度欧拉 - 伯努利梁中的裂缝。转移矩阵方法(TMM)用于前向和逆问题。裂缝通过线性旋转弹簧进行建模。对于前向问题,通过TMM计算完整和裂纹的多跨度光束模型的自然频率,对于两个不同的支撑装置,并将结果与​​使用有限元法(FEM)获得的结果进行比较。在逆问题中,裂缝位置和裂缝长度基于使用旋转弹簧灵活性的图与裂缝位置的图表从FEM模拟获得的自然频率计算。预测的裂缝属性用实际数据制表。可以看出,考虑弹性基础略微降低多跨度梁的裂纹深度预测的精度。然而,裂缝本地化的准确性不受Winkler Foundation的影响。

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