Abstract
The governing equations for microelongated semiconductors are presented in a novel mathematical-physical way. The model is examined in line with the photogenerated transport processes when the microelongated elastic non-local semiconductor medium is powered. The primary governing equations reveal the interplay between elastic, thermal, and plasma waves when microelongation is taken into account. In this regard, the generalized photothermoelasticity theory is taken into consideration. The dimensionless analytical formulations for temperature, carrier density, displacement, stresses, and microelongation distributions have been obtained using the harmonic wave technique. During the electronic and thermoelastic deformation processes in two dimensions, the general solutions of the principal distributions are determined (2D). To get the full answers, several criteria are taken into account at the non-local medium's free surface. The numerical results were obtained using computer programming. These data were represented graphically for the work of the simulation and comparison with the experimental results under the influence of some of the variables under study.