Domain Decomposition Methods With Frequency Band Interpolation for Computational Acoustics

L. Thompson, Limin Zhang, R. P. Ingel
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引用次数: 1

Abstract

Interpolation over frequency (wavenumber) bands with domain decomposition (substructure) methods is used to provide fast solutions to wave problems when large numbers of frequency evaluations are required. Dispersion analysis is used to quantify the accuracy of the frequency interpolation for both generalized Schur complement and regularized FETI-H substructuring methods. Wavenumber-frequency dispersion relations are compared with different numbers of condensed internal nodes, numbers of interpolation points, and frequency band size. Several numerical examples are performed which validate the conclusions made in the dispersion analysis.
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基于频带插值的计算声学域分解方法
在频率(波数)频带插值与域分解(子结构)方法被用来提供快速解决波浪问题时,需要大量的频率评估。利用色散分析量化了广义Schur补和正则FETI-H子结构方法的频率插值精度。比较了不同的凝聚内节点数、插值点数和频带大小对波数频散关系的影响。算例验证了色散分析的结论。
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