结构/声学系统的数值概率分析

Michael G. Allen, N. Vlahopoulos
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引用次数: 0

摘要

提出了一种在结构/声学系统分析中考虑制造变异性的公式。该方法结合了快速概率积分与有限元(FEA)和边界元分析(BEA)的概念,用于产生结构/声学系统的概率声学响应。采用先进的均值法对系统概率密度函数进行积分。结合FEA和BEA来产生构成性能函数的声响应。概率声响应是根据累积分布函数计算的。新方法用于说明考虑制造不确定性的概率分析结果与通过应用程序进行等效确定性模拟结果之间的差异。通过与蒙特卡罗模拟的比较,验证了概率计算的正确性。基于其计算效率和精度,该方法是一种可行的计算结构/声系统制造变异性的概率响应的数值方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical Probabilistic Analysis of Structural/Acoustic Systems
A formulation that accounts for manufacturing variability in the analysis of structural/acoustic systems is presented. The methodology incorporates the concept of fast probability integration with finite element (FEA) and boundary element analysis (BEA) for producing the probabilistic acoustic response of a structural/acoustic system. The advanced mean value method is used for integrating the system probability density function. FEA and BEA are combined for producing the acoustic response that constitutes the performance function. The probabilistic acoustic response is calculated in terms of a cumulative distribution function. The new methodology is used to illustrate the difference between the results from a probabilistic analysis that accounts for manufacturing uncertainty, and an equivalent deterministic simulation through applications. The probabilistic computations are validated by comparison to Monte Carlo simulations. Based on its computational efficiency and its accuracy the new methodology is concluded to be a viable method of calculating numerically the probabilistic response of structural/acoustic systems due to manufacturing variability.
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