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Wave and finite element method for predicting sound transmission through finite multi-layered structures with fluid layers

机译:波浪和有限元法预测带有流体层的有限多层结构中的声音传播

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In this paper, a modelling strategy is proposed to predict sound transmission loss (STL) of multi-layered panels with fluid layers based on a wave and finite element method. This method starts with meshing a small segment of each solid layer through the thickness to find the mass and stiffness matrices using a conventional finite element method. The acoustic pressures applied on the structure by the fluids surrounding and inside the structure are discretized into external nodal forces. By post-processing the matrices using equilibrium conditions and periodic structure theory, the spectral dynamic stiffness matrices (DSM) of solid layers are derived in the wavenumber domain. By assembling these matrices with those of fluid layers, which are derived analytically, a total spectral DSM is found and used to calculate the response to incident acoustic waves. To take account of the effect of the finite size of a structure, a spatial windowing technique is applied. Various numerical examples are presented to validate this method. For simple structures, analytical methods are available for comparison. For complicated structures, using analytical methods is difficult and the proposed method becomes valuable. Results are compared with measurements. The method is seen to give accurate predictions at little computational cost. (C) 2018 Elsevier Ltd. All rights reserved.
机译:本文提出了一种基于波浪和有限元方法的多层流体面板多层板声传递损失(STL)预测的建模策略。该方法开始于使用厚度有限的方法将每个实体层的一小段通过厚度划分为网格,以找到质量和刚度矩阵。结构周围和内部的流体施加在结构上的声压被离散为外部节点力。通过使用平衡条件和周期结构理论对矩阵进行后处理,可以在波数域中推导出固体层的光谱动态刚度矩阵(DSM)。通过将这些矩阵与通过分析得出的流体层矩阵进行组合,可以找到总频谱DSM,并将其用于计算对入射声波的响应。为了考虑结构的有限尺寸的影响,应用了空间窗技术。给出了各种数值例子来验证该方法。对于简单的结构,可以使用分析方法进行比较。对于复杂的结构,很难使用分析方法,所提出的方法变得有价值。将结果与测量结果进行比较。可以看出,该方法以很少的计算成本即可提供准确的预测。 (C)2018 Elsevier Ltd.保留所有权利。

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