This paper summarizes our work on Green's functions and boundary element method for
transversely isotropic piezoelectric materials. These include the two-dimensional (2D) …

An efficient numerical approach for the general thermomechanical problems was developed
and it was tested for a two-dimensional thermoelasticity problem. The main idea of our …

The purpose of this paper is to implement the well-known Trefftz method for the approximate
solution of some elliptic boundary value problems for the two-dimensional Laplace's and the …

The main purpose of this work is to present a formulation of the plane strain problem of
thermoelasticity with heat sources for simply connected regions based on the combined use …

A boundary integral method is used to solve the problem of plane, uncoupled linear
thermoelasticity with heat sources for an infinite cylinder with elliptical cross section …

In this paper, we introduce a simple method to solve a static, plane boundary value problem
in elasticity for an isotropic rectangular region. The method depends on finite Fourier …

The purpose of this work is to present a general formulation of the static, linear plane strain
problem of uncoupled thermo-magnetoelasticity for isotropic media occupying simply …

A numerical scheme is proposed for the solution of the system of field equations and
boundary conditions of the static, linear plane strain problem of the Theory of Elasticity in …

A numerical procedure is applied for the solution of the non-linear problem of propagation of
waves generated in a homogeneous fluid, occupying an infinite channel, by the bounded …

The main objective of the present work is to introduce a variant of Trefftz's method for finding
approximate solutions to regular or singular two-dimensional boundary-value problems for …