The main objective of this paper is to investigate the deformation behavior in a two-dimensional homogeneous, isotropic thermo-elastic rotating half-space subjected to an external heat source applied at its boundary, within the framework of the Classical Theory of Elasticity (CT). To obtain the analytical solution of the governing equations, Lame’s potential method and the normal mode analysis technique are employed. Numerical computations and graphical simulations are carried out using MATHEMATICA software to illustrate the variations of displacement components, stress components, and temperature distribution. The presented results highlight the effects of rotation, angular frequency, and time on the field quantities, with a focus on magnesium as the material under consideration. The work includes detailed graphical representations of crucial discoveries such as temperature distributions, stress components, and displacement components, which provide amazing visual insights into the complex interactions that occur within thermo-elastic systems. From the distributions, the wave-type heat propagation in the medium. A comparison is made with the results obtained in the presence and absence of the rotation.
Ali et al. (Sun,) studied this question.