Analytical study of steady Magneto hydrodynamic two-dimensional flow between parallel porous plates with an angular velocity to an inclined magnetic field.

This article deals with the steady (MHD) magneto hydrodynamic two-dimensional flow between porous parallel plates under the angular velocity (Ω) to an inclined magnetic field. This problem well-thought-out MHD flow as steady case, solved analytically with dimensionless variable η and method of similarity transformation, whose solution deals with increasing fluid flow in axial velocity by means of angular velocity. The MHD applications are power (current) producers, refrigeration system, fuel industry, polymer technology, aerodynamics boiler system used. Our aim is to change to a linear differential equation of third-order which relies upon a R-Suction Reynolds number and M₁-Hartmann number with angular velocity, obtained a precise solution. [ABSTRACT FROM AUTHOR]