Squeezing Flow between Two Parallel Plates under the Effects of Maxwell Equation and Viscous Dissipation

The unsteady, incompressible electroviscous fluid flow has been investigated with thermal energy transmission across two parallel plates. upper plate is in motion, while the lower one stationary. governed by Navier-Stokes equations, which are combined Maxwell equation. system of nonlinear PDEs simplified to a ODEs along their boundary conditions using Von-Karman's transformation. For problem's analytic solution, homotopy analysis method (HAM) used, and result compared Runge Kutta order four latest computational technique parametric continuation (PCM) determine validity scheme. It noted that outcome reflected best settlement. Interest physical constraints graphically illustrated briefly discussed relation velocity, temperature, magnetic strength profile, skin friction, Nusselt numbers. axial velocity reduces action Reynold numbers R1. profile intensity reduced as Batchelor number rises, boosted Reynolds R3 increases.