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首页> 外文期刊>Applied Acoustics >Ultra-thin films effects on vibro-acoustic behaviour of laminated plate including a viscoelastic core
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Ultra-thin films effects on vibro-acoustic behaviour of laminated plate including a viscoelastic core

机译:超薄薄膜对包括粘弹性芯层合板的振动声行为的影响

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摘要

In this paper, the vibro-acoustic behaviour of a laminated glass plate composed of two elastic skins, a viscoelastic core and two ultra-thin adhesive films; is investigated. Here, the coupled dynamic model is derived by mixing the classical plate's theories (Mindlin and Kirchhoff models) and the specific behaviour law for the ultra-thin films, previously introduced in our published works in Applied Acoustics Journal [1], with an integral equation formulation for the acoustic radiation of the studied structure. The discretized coupled dynamic equation associated to the energy functional is solved in order to determine the vibratory and acoustic efficiency of the designed laminate. For this purpose, a numerical validation of the finite element model is achieved by using the calculated results corresponding to a standard sandwich plate. In order to predict the vibro-acoustic responses, a modal recombination method is developed by taking into account the external fluid radiation. Hence, the effects of many parameters on some vibro-acoustic indicators (deflection, strain energy, transmission loss) such as core thickness, geometrical property, modal damping and boundary condition are presented and discussed. Especially, the influence of the ultra-thin adhesive films due to the coupling with the viscoelastic core on both dynamic and vibro-acoustic behaviours of the laminate is presented and analyzed.
机译:本文研究了由两个弹性蒙皮,一个粘弹性芯和两个超薄粘合膜组成的夹层玻璃板的振动声特性。被调查。在这里,耦合动力学模型是通过将经典平板理论(Mindlin和Kirchhoff模型)和超薄薄膜的特定行为定律混合在一起而得出的,该定律先前已在我们在《应用声学杂志》 [1]中发表的著作中引入了积分方程。所研究结构的声辐射公式。求解与能量函数相关的离散耦合动力学方程,以便确定设计层压板的振动和声学效率。为此,通过使用与标准夹心板相对应的计算结果,对有限元模型进行了数值验证。为了预测振动声响应,通过考虑外部流体辐射开发了一种模态重组方法。因此,提出并讨论了许多参数对某些振动声学指标(挠度,应变能,传输损耗)的影响,例如纤芯厚度,几何特性,模态阻尼和边界条件。尤其是,提出并分析了由于与粘弹性芯的耦合而产生的超薄粘合剂膜对层压材料的动态和振动声行为的影响。

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