基于半解析基函数的局部配置求解方法研究进展

Wenzhi Xu, Zhuojia Fu
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引用次数: 0

摘要

本文简要介绍了近年来发展起来的局部配置求解器及其各种工程应用。讨论了局部配点法的研究进展,总结了它们的基本数学表达式。最后给出了在功能梯度材料热分析和非齐次稳态对流扩散方程中的应用。
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RECENT ADVANCES IN LOCALIZED COLLOCATION SOLVERS BASED ON SEMI-ANALYTICAL BASIS FUNCTIONS
This paper presents a brief overview of recently developed localized collocation solvers and their various engineering applications. The research progress of localized collocation solvers is discussed, and their basic mathematical formulations are summarized. Finally, applications for thermal analysis in functionally graded materials and steady-state convection-diffusion equation with nonhomogeneous term are given.
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ACCURATE FAST MULTIPOLE SCHEME FOR THE BOUNDARY ELEMENT ANALYSIS OF THREE-DIMENSIONAL LINEAR POTENTIAL PROBLEMS CHARACTERIZATION OF VECTOR FIELDS BASED ON AN ANALYSIS OF THEIR LOCAL EXPANSIONS FINITE LINE METHOD FOR SOLVING CONVECTION–DIFFUSION EQUATIONS IMPLICATIONS OF STOKES–CARTAN THEOREM TO TIME-HARMONIC ACOUSTIC BOUNDARY INTEGRAL EQUATION FORMULATIONS RECENT ADVANCES IN LOCALIZED COLLOCATION SOLVERS BASED ON SEMI-ANALYTICAL BASIS FUNCTIONS
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