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Coupled analysis of two-dimensional acoustic and membrane vibration by concentrated mass model: Proposal of spurious mode elimination model:

机译:集中质量模型对二维声学和膜振动的耦合分析:杂散模式消除模型的建议:

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When using the finite element method for structural–acoustic coupled analysis, the mass and stiffness matrices are not symmetric because the acoustic space is described by sound pressure and the structure is described by displacement. Therefore, eigenvalue analysis requires a long computational time. In this article, we proposed concentrated mass models for performing structural–acoustic coupled analysis. The advantage of this model is that the mass and stiffness matrices become symmetric because both the acoustic space and the membrane are described by the displacement of the mass points. Furthermore, our models do not generate spurious modes and zero eigenvalues that arise in finite element method whose variable is displacement in acoustic space. To validate the proposed models, the natural frequency obtained using the concentrated mass models is compared with the natural frequency found using finite element method. These results are in good agreement, and spurious modes and zero eigenvalues are not gen...
机译:当使用有限元方法进行结构-声耦合分析时,质量和刚度矩阵不是对称的,因为声空间由声压描述,结构由位移描述。因此,特征值分析需要较长的计算时间。在本文中,我们提出了用于执行结构声耦合分析的集中质量模型。该模型的优点是质量和刚度矩阵变得对称,因为声学空间和膜都通过质量点的位移来描述。此外,我们的模型不会生成在变量为声空间位移的有限元方法中出现的杂散模式和零特征值。为了验证所提出的模型,将使用集中质量模型获得的固有频率与使用有限元方法发现的固有频率进行比较。这些结果吻合得很好,而且杂散模式和零特征值也不是通用的。

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