The main goal of this study is to extend the domain of influence result to cover the micropolar thermoelastic diffusion. So, we prove that for a finite time t> 0 the displacement field, the microrotation vector, the temperature and the chemical potential P generate no disturbance outside a bounded domain. Read more

The present investigation is to study the plane problem in a homogeneous isotropic micropolar thermoelastic half-space with void in the context of Lord-Shulman, Green-Lindsay and coupled thermoelasticity (CT) theories. The problem is investigated due to normal force, tangential force and thermal source. Finite element method technique has been used to solve the problem. The components of displacement, microrotation, stress, temperature ... Read more

In present study, the deformation in a micropolar thermoelastic diffusion medium due to thermal source by the use of finite element method (FEM) is investigated in the context of Lord-Shulman (L-S) theory of Thermoelasticity. A special type of sources have been taken to show the utility of the approach. The components of displacement, stress, microrotation, temperature change and mass concentration ... Read more