This paper deals with the numerical approximation of solutions of Stokes and Brinkman
systems using meshless methods. The aim is to solve a problem containing a nonzero body …

在过去几十年里, 尽管有限元等传统计算方法已被成功用于众多科学与工程领域,
但是其在数值模拟无限域波传播, 大尺寸比结构, 工程反演和移动边界问题时仍面临计算量大 …

In this paper, we investigate the application of the fading regularization method with the
method of fundamental solutions (MFS) to the ill-posed Cauchy-Stokes problem. For both …

The approximation properties of shifted fundamental solutions are stated for a general class
of second order linear elliptic differential operators. Motivated by the method of the …

This paper presents a new version of the method of fundamental solutions (MFS) for two-
dimensional linear elasticity problems based on the stress function (Airy stress function) …

This study aims to investigate the Method of Fundamental Solution (MFS) to the thin plate
(Kirchhoff theory) resting on the elastic foundation subjected to in-plane forces under either …

There are six elastic constants for an anisotropic body in plane strain/stress conditions. In
the inverse problem of this study, it is assumed that the elastic constants of an anisotropic …

In this paper, we derive analytical time-dependent Green's functions in a two-dimensional,
anisotropic elastic, and infinite solid. It is based on the Stroh formalism combined with …

The boundary element method (BEM) has proven to be an efficient approach for crack
analysis in fracture mechanics, while its versatility in application to crack problems of …

Abstract The Method of Fundamental Solutions (MFS) is an established technique for
solving linear partial differential equations. In this paper it is used for a new purpose: the …