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A two-and-half dimensional finite element/boundary element model for predicting the vibro-acoustic behaviour of panels with poro-elastic media

机译:一种二维有限元/边界元模型,用于预测Poro-Elastic介质的面板振动声学行为

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摘要

Solid panels with additional poro-elastic materials are widely used in engineering, mainly for sound insulation. In many cases, the panels are constructed in such a way that they can be idealised to be infinitely long and uniform in one direction, forming a so-called two-and-a-half dimensional (2.5D) structure. Although the 2.5D finite element and bound-ary element methods (FEM-BEM) are particularly suitable for predicting the vibro-acoustic behaviour of such structures, up to now the presence of poro-elastic media have not been adequately considered. In this paper a 2.5D FE-BE vibro-acoustic model is presented which accounts for solids, fluids and poro-elastic media. The poro-elastic media are modelled us -ing the 2.5D FE approach based on the mixed displacement-pressure formulation of Biot's theory. The solids are also modelled using the 2.5D FE method but based on the linear theory of elasticity. The internal fluids are modelled using the 2.5D FE method as well. For a flat panel, the external fluid on both sides of the panel can be modelled using the 2.5D BE method based on the Rayleigh integral. The coupling between the various sub-models is derived in detail. The accuracy of the model is demonstrated by applying it to simple multi-layered structures for which solutions can be produced using other well-established methods. It is demonstrated that the elasticity of the solid frame of a porous medium has a great influence on the vibro-acoustics of a structure containing the porous material. The method is then applied to investigate the sound transmission loss (STL) of a typical railway vehicle floor structure. Results show that STL can be greatly improved by proper arrange-ment of porous material layers between the interior wooden floor and the outer extrusion; however, the load bearing supporting beams may significantly reduce the benefit of the porous material layers.
机译:添加多孔弹性材料的实心板在工程中被广泛使用,主要用于隔音。在许多情况下,面板的构造方式可以理想化为在一个方向上无限长且均匀,形成所谓的二维半维(2.5D)结构。虽然2.5D有限元和边界元方法(FEM-BEM)特别适合于预测此类结构的振动声学行为,但迄今为止,尚未充分考虑多孔弹性介质的存在。本文提出了一个考虑固体、流体和孔隙弹性介质的2.5D FE-BE振动声学模型。基于Biot理论的混合位移压力公式,采用2.5D有限元方法对多孔弹性介质进行建模。固体也采用2.5D有限元法建模,但基于线性弹性理论。内部流体也采用2.5D有限元方法建模。对于平板,可以使用基于瑞利积分的2.5D be方法对平板两侧的外部流体进行建模。详细推导了各子模型之间的耦合关系。通过将该模型应用于简单的多层结构,可以证明该模型的准确性,对于这些多层结构,可以使用其他成熟的方法生成解。结果表明,多孔介质固体框架的弹性对含有多孔材料的结构的振动声学有很大影响。然后将该方法应用于典型铁路车辆地板结构的声传输损耗(STL)研究。结果表明,在木质地板内部和外部挤出物之间适当布置多孔材料层,可以显著改善STL;然而,承重支撑梁可能会显著降低多孔材料层的效益。

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