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Interval analysis of acoustic field with uncertain-but-bounded parameters

机译:参数不确定但有界的声场的区间分析

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摘要

This paper presents an interval perturbation finite element method (IPFEM) and a modified interval perturbation finite element method (MIPFEM) for the uncertain acoustic field prediction with uncertain-but-bounded parameters. The interval matrix and vector in both methods are expanded by the first-order Taylor series. The interval matrix inverse in IPFEM is approximated by the first-order Neumann series; however, the interval matrix inverse in MIPFEM is approximated by a modified Neumann expansion in which the higher order terms of Neumann series are considered. Numerical results demonstrate the accuracy of MIPFEM to evaluate the intervals of sound pressure response in acoustic field.
机译:提出了一种区间扰动有限元方法(IPFEM)和一种改进的区间扰动有限元方法(MIPFEM),用于不确定但有界参数的不确定声场预测。两种方法中的间隔矩阵和向量都由一阶泰勒级数展开。 IPFEM中的间隔矩阵逆可通过一阶Neumann级数来近似;但是,MIPFEM中的间隔矩阵逆是通过修正的Neumann展开近似的,其中考虑了Neumann级数的高阶项。数值结果证明了MIPFEM评估声场中声压响应间隔的准确性。

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