The goal of this work is to study the rotation of two-dimensional deformation in a semi-infinite semiconducting medium by ramp-type heating. The interaction of thermal-elastic mechanical-plasma waves is utilized in the photo-thermoelasticity theory model. The governing equations are presented in 2D and are of the thermal ramp type. The normal mode and approximation eigenvalue approaches have been applied to solve the given problem. The different physical quantities, such as displacement components, stress components, and the temperature distribution have been presented graphically using MATLAB software. These results were compared with previous results in the same direction, and it was found that the treatment method for the aforementioned problem may form a basis for examining the effects of rotation, angular frequency, time, and ramp-type heating parameter on a thermally elastic body.