• MAGNETOHYDRODYNAMIC VISCOPLASTIC FLOW OVER A VERTICAL PLATE WITH CONVECTIVE HEATING: NUMERICAL ANALYSIS

Abstract

The steady boundary layer Magnetohydrodynamicflow of a Casson fluid and heat transfer over vertical plate with conductive boundary situations, outcomes of MHD, convective heating is analyzed. The governing flow problem is primarily based on momentum equation and energy equation and these are further simplified with the help of non- similarity differences.  The decreased, resulting incredibly nonlinear coupled ordinary differential equations are solved using the finite difference technique. The consequences of certain parameters on the dimensionless velocity and temperature are supplied in graphical notation and skin friction and heat transfer rate discussed via tabular notation.  A contrast with published facts has been finished, and appropriate agreements are observed, The Velocity and Temperature profiles against η for different values of Casson Paramater (β), Convective heating (γ), Magnetic Parameter (M), Prandtl Number (Pr) and Two dimensional non similarity parameter (ξ) are discussed in detail.