“…This study aims to fill this research gap by providing a detailed study of the impacts of isotropic inhomogeneity on temperature, radial displacement, and stress components in a cylindrical environment [5] . To achieve this, we utilize advanced programming tools, for example, MATLAB and Mathematica to create and visualize thermoelastic solutions [6] . The aftereffects of this research can be applied to many fields, including geophysics, optics, acoustics, geomagnetic overviews, and petrol exploration, contributing to the more extensive academic community and the understanding of thermoelastic phenomena and their practical implications [7] .…”