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A Finite Element Model for the Vibration Analysis of Sandwich Beam with Frequency-Dependent Viscoelastic Material Core

机译:频率依赖性粘弹性材料夹芯梁振动分析的有限元模型

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摘要

In this work, a finite element model was developed for vibration analysis of sandwich beam with a viscoelastic material core sandwiched between two elastic layers. The frequency-dependent viscoelastic dynamics of the sandwich beam were investigated by using finite element analysis and experimental validation. The stiffness and damping of the viscoelastic material core is frequency-dependent, which results in complex vibration modes of the sandwich beam system. A third order seven parameter Biot model was used to describe the frequency-dependent viscoelastic behavior, which was then incorporated with the finite elements of the sandwich beam. Considering the parameters identification, a strategy to determine the parameters of the Biot model has been outlined, and the curve fitting results closely follow the experiment. With identified model parameters, numerical simulations were carried out to predict the vibration and damping behavior in the first three vibration modes, and the results showed that the finite model presented here had good accuracy and efficiency in the specific frequency range of interest. The experimental testing on the viscoelastic sandwich beam validated the numerical predication. The experimental results also showed that the finite element modeling method of sandwich beams that was proposed was correct, simple and effective.
机译:在这项工作中,开发了一个有限元模型,用于夹心梁的振动分析,其粘弹性材料芯夹在两个弹性层之间。通过有限元分析和实验验证,研究了夹层梁的频率相关粘弹性动力学。粘弹性材料芯的刚度和阻尼与频率有关,从而导致夹层梁系统的振动模式复杂。使用三阶七参数Biot模型来描述频率相关的粘弹性行为,然后将其与夹层梁的有限元合并。考虑到参数识别,概述了确定Biot模型参数的策略,曲线拟合结果紧随实验。利用确定的模型参数,进行了数值模拟,以预测前三种振动模式下的振动和阻尼行为,结果表明,本文介绍的有限模型在感兴趣的特定频率范围内具有良好的精度和效率。在粘弹性夹层梁上的实验测试验证了数值预测。实验结果还表明,所提出的夹层梁有限元建模方法是正确,简单,有效的。

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