Peltier and Seebeck effects on a nonlocal couple stress double porous thermoelastic diffusive material under memory-dependent Moore-Gibson-Thompson theory
Shishir Gupta, Soumik Das, Rachaita Dutta
Abstract
The present study investigates the electro-magneto-thermo-elasto-diffusive response of a nonlocal couple stress double porous thermoelastic diffusive material with voids (CSDPTDMWV) substrate subjected to modified Ohm’s law and a novel memory-dependent Moore-Gibson-Thompson (MGT) thermo-elasto-diffusion model. The modification of Fourier’s heat conduction and Fick’s mass diffusion laws are highlighted by considering the relaxation times in Green–Naghdi III theory. Based on Eringen’s nonlocal theory, the fundamental relations and governing equations for the considered material are developed. The normal mode technique is employed to determine the analytical expressions of field variables. Graphical demonstrations are presented with respect to prime parameters.