Numerical Simulation of the Coupled Dynamic Thermoelastic Problem for Orthotropic Bodies

The article considers the coupled dynamic thermoelasticity problem for a two-dimensional orthotropic material. A boundary value problem consists of the equations of motion and heat conduction attributing ut Party or, respectively, hyperbolic th and parabolic mu type in which the unknowns are the displacement I and temperature. Explicit and implicit difference schemes are compiled and solved numerically in two ways, and the coincidence of the numerical results is shown.