The Effect of Fractional Time Derivative on Two-Dimension Porous Materials Due to Pulse Heat Flux

In the present article, generalized thermoelastic wave model with and without energy dissipation under fractional time derivative is used to study physical field in porous two-dimensional media. By applying Fourier-Laplace transforms eigenvalues scheme, quantities are presented analytically. The surface shocked by heating (pulsed heat flow problem) application of free traction on its outer (mechanical conditions) process temperature transport (diffusion) observe full analytical solutions main fields. magnesium (Mg) material make simulations obtain numerical outcomes. basic graphed discussed. Comparisons made results obtained strong (SC), weak (WC) normal (NC) conductivities.