Exact Solution for Heat Transfer of Hydromagnetic Oscillatory Dusty Fluid Through a Porous Plate with Uniform Suction and Injection

Abstract

The flow of an unsteady incompressible, viscous, electrically conducting dusty fluid moving through a non-conducting vertical porous plate is under consideration. A magnetic field is applied externally in a uniform manner and is perpendicular to the plate where as the motion of the fluid is maintained with uniform suction and injection through the both ends of the plate. The governing equations are framed using Navier Stokes conditions for dusty fluids. The exact solution for heat transfer is estimated for fluid and particle phase separately. The effects of different dimensionless parameters are discussed elaborately using graphs.