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On the influence of frequency-dependent elastic properties in vibro-acoustic modelling of porous materials under structural excitation

机译:频率依赖性弹性特性对结构激励下多孔材料振动声学建模的影响

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摘要

The aspects related to modelling the frequency dependence of the elastic properties of air-saturated porous materials have been largely neglected in the past for several reasons. For acoustic excitation of porous materials, the material behaviour can be quite well represented by models where the properties of the solid frame have little influence. Only recently has the importance of the dynamic moduli of the frame come into focus. This is related to a growing interest in the material behaviour due to structural excitation. Two aspects stand out in connection with the elastic-dynamic behaviour. The first is related to methods for the characterisation of the dynamic moduli of porous materials. The second is a perceived lack of numerical methods able to model the complex material behaviour under structural excitation, in particular at higher frequencies. In the current paper, experimental data from a panel under structural excitation, coated with a porous material, are presented. In an attempt to correlate the experimental data to numerical predictions, it is found that the measured quasi-static material parameters do not suffice for an accurate prediction of the measured results. The elastic material parameters are then estimated by correlating the numerical prediction to the experimental data, following the physical behaviour predicted by the augmented Hooke's law. The change in material behaviour due to the frequency-dependent properties is illustrated in terms of the propagation of the slow wave and the shear wave in the porous material.
机译:过去,由于多种原因,与空气饱和多孔材料的弹性特性的频率相关性建模相关的方面已被大大忽略。对于多孔材料的声激发,材料行为可以很好地用模型来表示,其中实体框架的属性几乎没有影响。直到最近,帧动态模量的重要性才成为人们关注的焦点。这与由于结构激发而引起的对材料性能的日益增长的兴趣有关。与弹性动力行为有关,有两个方面很突出。第一个与表征多孔材料动态模量的方法有关。第二个原因是缺乏数值方法,无法模拟结构激励下(特别是在较高频率下)复杂材料的行为。在当前的论文中,提供了在结构激励下面板上覆盖有多孔材料的实验数据。为了将实验数据与数值预测相关联,发现所测得的准静态材料参数不足以对所测得的结果进行准确的预测。然后,根据增强的胡克定律预测的物理行为,通过将数值预测与实验数据相关联来估算弹性材料参数。根据频率相关的特性,通过慢波和切变波在多孔材料中的传播来说明材料行为的变化。

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