Effect of rotation on micropolar generalized thermoelasticity with two temperatures using a dual-phase lag model

In the present paper, we introduce the dual-phase lag theory to study the effect of the rotation on a two-dimensional problem of micropolar thermoelastic isotropic medium with two temperatures. A normal mode method is proposed to analyze the problem and obtain numerical solutions for the displacement, the conductive temperature, the thermodynamic temperature, the microrotation, and the stresses. The results of the physical quantities have been obtained numerically and illustrated graphically. The results show the effect of phase lag of the heat flux tau(q), a phase lag of temperature gradient tau(theta) and two-temperature parameter on all the physical quantities.