Velocity Distributions of Mhd Poiseuille Fluid Flow in a Rotating Channel

Abstract

This paper is mainly aimed to study a particular class of MHD problems to cover the steady case and to find the effect of change in the magnetic field, loading parameter, rotational parameter, Hall parameter and Hartmann number in the finite parallel plate and infinite parallel plate geometries of Hartmann flow. As it is important from the theoretical as well as from the practical point of view we have considered the MHD Poiseuille flow between two parallel plates (i.e., the case when one plate is at y=0, and other is y=1, and the  case when  one plate is at y=0 and other plate is at y=∞). From the data obtained and the graphs drawn for both cases, we discussed the effects of pressure gradient ( ), loading parameter ( ), rotation parameter( ), Hartmann number( ),and Hall parameter( ), taking one at a time and the other parameters are kept fixed for the MHD fluid model.