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Finite Element Analyses of Double-wall Sandwich Structures with Viscoelastic Core

机译:粘弹性芯双壁夹层结构的有限元分析

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This paper presents a reduced order finite element model for sound transmission analysis through a double-wall sandwich structures with viscoelastic core inserted in an infinite baffle. The proposed model is derived from a multi-field variational principle involving structural displacement and acoustic pressure inside the fluid cavity. To solve the vibro-acoustic problem, the plate displacements are expanded as a modal summation of the plate's eigenfunctions in vacuo. Similarly, the cavity pressure is expanded as a summation over the modes of the cavity with rigid boundaries. Then, an appropriate reduced-order model is introduced. The structure is excited by a plane wave at the source side. An example of the normal sound transmission loss of a double glazed window with laminated glass is shown. This example illustrates the accuracy and the versatility of the proposed reduced order model, especially in terms of prediction of sound transmission.
机译:本文通过双壁夹层结构具有减少的有限元模型,用于通过插入无限挡板中插入粘弹性芯的双壁夹层结构。所提出的模型来自涉及流体腔内的结构位移和声压的多场变分原理。为了解决振动声学问题,板位移被扩展为在真空中的板的特征函数的模态求和。类似地,腔压被扩展为具有刚性边界的腔模式的求和。然后,介绍了适当的减少阶模型。该结构是通过源侧的平面波激发的。示出了具有层压玻璃的双层玻璃窗口的正常声音传输损耗的示例。该示例说明了所提出的降低订单模型的精度和多功能性,尤其是在声音传输的预测方面。

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