Abstract
The present article deals with the effect of angular rotation on the propagation of plane harmonic waves in a homogeneous, isotropic magneto-thermo elastic medium. The governing equations of a generalized magneto-thermo elastic solid are formulated and solved with the method of plane harmonic solution. Three types of waves, namely, plane longitudinal, magneto, and magneto-thermal waves, are significantly affected by the angular rotation of the solid. It is very interesting to observe that the classical result is obtained as angular rotation vanishes. For computational purposes, the available lithium niobate (LiNbO3) material was treated as the model of thermo-magneto elastic medium. The impact of rotation on wave speed has been investigated with the aid of the MATLAB program, and the outcomes have been graphically contrasted with Coupled Theory (CT).