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 …

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 boundary integral method earlier proposed by two of the authors is used to solve a
problem of uncoupled magnetothermoelasticity for an infinite, elliptical cylindrical conductor …

The static, plane uncoupled problem of thermo-magnetoelasticity for a long elastic cylinder
of square cross-section carrying a steady, axial electric current is investigated numerically by …

The static, uncoupled problem of thermomagnetoelasticity for long cylinders carrying a
steady, axial current is investigated in stresses within a numerical approach by a boundary …

We find the deformation and stresses in an infinite rod of an electric conducting material with
square normal cross-section, carrying uniform electric current and subjected to an external …

We find the deformation and stresses occurring in an infinite rod of a magnetizable material
with square normal cross-section, subjected to an external, transversal and initially uniform …

Harmonic Cartesian polynomial and rational functions are shown to provide a simple way of
obtaining a semi-analytical solution to the uncoupled, two-dimensional problem of …

A method proposed earlier, relying on the use of harmonic Cartesian polynomial and
rational functions, is extended here to find a semi-analytical solution to the uncoupled, two …

The objective of this work is to present a boundary integral formulation for the static, linear
plane strain problem of uncoupled magneto-elasticity for an infinite magnetizable cylinder in …