An overview on the development of hybrid fundamental solution based finite element
method (HFS‐FEM) and its application in engineering problems is presented in this paper …

In this paper, the meshless method of fundamental solutions is developed to solve couple
stress problems even with the existence of body forces. Suitable new particular solutions are …

In this paper, new fundamental solutions for dynamic analysis of plane elastodynamics are
developed. The governing dynamic differential equations are rewritten by replacing the …

In this paper, some remarks for more efficient analysis of two-dimensional elastostatic
problems using the method of fundamental solutions are made. First, the effects of the …

In this paper we will present a formulation for solving elastodynamic problems in 2D using
the method of fundamental solutions (MFS). The governing equation for the displacement in …

Purpose–The purpose of this paper is to develop a meshless numerical method for three‐
dimensional isotropic thermoelastic problems with arbitrary body forces …

A new fundamental solution based finite element method (HFS-FEM) is presented for
analyzing three-dimensional (3D) elastic problems with body forces in this paper. It begins …

In this paper, a meshless computational model by integrating the method of fundamental
solutions (MFS) and the method of particular solutions fulfilled with compactly supported …

In this paper, a new technique to obtain a fundamental solution is developed. The well-
known Cayley-Hamilton theorem in linear algebra is adopted to obtain the inverse of the …

The method of fundamental solutions (MFS) is a meshless method for the solution of
boundary value problems and has recently been proposed as a simple and efficient method …