Effects of Variable Viscosity and Thermal Conductivity on MHD Convective Heat Transfer of Immiscible fluids with Heat Source
Abstract
The magneto-fluid dynamics convective transfer of heat in two immiscible fluids with vertical channel are presented due to the effect of variable viscosity, thermal conductivity and heat source on these fluids. The heat transfer of these problems were transforming into dimensionless form by the differential equations which have been governing the flow. These governing boundary value problems so obtained were solved numerically by using Runge-Kutta 6th order method. The effects of these pertaining parameters on velocity and temperature fields are studied and their results have been presented graphically. The skin-friction and Nusselt number values have been computed and presented in a tabular form.