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Forced vibration of multi-span cracked Euler-Bernoulli beams using dynamic Green function formulation

机译:基于动态格林函数公式的多跨裂隙Euler-Bernoulli梁的强迫振动

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摘要

An analytical solution for determining the behavior of the multi-span cracked beam under concentrated load is presented. In this paper, the analytical approach based on Dynamic Green Function formulation is used and validated experimentally for the vibration analysis of the multi-span cracked beams. The presence of crack on beam influences on the dynamic response of the beam. For modelling cracked section, a massless torsional spring is utilized. The effects of the number and the location of cracks on the dynamic response of the beams are evaluated. In addition, the effects of the elastic boundary condition and damping on the natural frequency in various boundary conditions are assessed. In order better to understand, several examples are presented and the results are compared. (C) 2018 Elsevier Ltd. All rights reserved.
机译:提出了一种确定集中荷载下多跨裂纹梁性能的解析解决方案。本文采用基于动态格林函数公式的分析方法,对多跨裂纹梁的振动分析进行了实验验证。梁上裂纹的存在会影响梁的动力响应。为了模拟裂纹截面,使用了无质量扭转弹簧。评估了裂纹数量和位置对梁动力响应的影响。另外,评估了弹性边界条件和阻尼对各种边界条件下固有频率的影响。为了更好地理解,给出了几个示例并比较了结果。 (C)2018 Elsevier Ltd.保留所有权利。

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