Dual Solution with Heat Transfer through Moving Porous Plate of an Unsteady Incompressible Viscous Fluid

We examine graphically the behavior of dual solution an unsteady incompressible viscous flow with heat transfer due to a moving porous surface. The mathematical model is developed implementation conservation laws which are then tackled numerically, and simulations performed through Keller–Box technique. Application technique allows non-linear differential equations transform scheme linear easier illuminate. Outcomes velocity thermal shown for certain values dimensionless parameters. It obvious from results that temperature fluid decreases increasing Prandtl number Pr, whereas enhances blowing situations.