3D Analysis of Wave Propagation in Generalized Magneto Thermoelastic Medium

The paper investigates the three dimensional problem of wave propagation in generalized magneto thermoelastic medium. The eigenvalue approach is adopted to solve the vector matrix differential equation which represents the equation of motion for the generalized thermoelastic materials. Components of displacements and temperature field are analyzed theoretically and computed numerically with the help of appropriate boundary conditions. The effect of magnetic and relaxation time on the propagation of waves are critically examined.