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Sensitivity Analysis and Optimization Using Energy Finite Element and Boundary Element Methods

机译:能量有限元和边界元方法的灵敏度分析与优化

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This paper presents a continuum-based design sensitivity analysis and optimization of high-frequency radiation problems using the energy finite element method and energy boundary element method. The noise radiated from the vibrating structure at a high-frequency range is obtained through a sequential procedure. The structural energy finite element method calculates structural energy distribution, which is then used as the boundary condition for the energy boundary element method to calculate the energy density at a far-field observation point For design sensitivity analysis, the direct differentiation method calculates the sensitivity of the exterior noise through the sensitivity of the structural energy density obtained from the energy finite element method. The adjoint variable method calculates the adjoint load from an acoustic energy boundary element method reanalysis, and the adjoint response is obtained from a structural energy finite element method reanalysis. The sensitivity information is obtained by carrying out numerical integration only on the structural finite element part. The proposed design sensitivity analysis approach has been applied in the design of automotive and naval structures to search for the best material layout to achieve the lowest noise level at high frequency.
机译:本文提出了一种基于连续体的设计灵敏度分析方法,并利用能量有限元法和能量边界元法对高频辐射问题进行了优化。通过顺序过程获得从振动结构在高频范围辐射的噪声。结构能有限元方法计算结构能分布,然后将其用作能量边界元方法的边界条件,以计算远场观测点的能量密度。对于设计灵敏度分析,直接微分法计算出通过能量有限元方法获得的结构能量密度的敏感性来获得外部噪声。伴随变量法通过声能边界元方法的重新分析计算伴随载荷,并通过结构能有限元方法的重新分析获得伴随响应。灵敏度信息是通过仅对结构有限元零件进行数值积分而获得的。拟议的设计灵敏度分析方法已应用于汽车和海军结构的设计中,以寻求最佳的材料布局,以在高频下实现最低的噪声水平。

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