An Analytic Solution of MHD Viscous Flow With Thermal Radiation Over a Permeable Flat Plate

The problem of thermal radiation on MHD viscous flow over a stationary permeable wall is investigated. The governing partial differential equations are transformed to a system of ordinary differential equations with the help of similarity transformations. The resulting nonlinear differential equations are then solved analytically by a purely analytic technique, namely, homotopy analysis method. The effect of wall suction/injection on velocity field and temperature distribution is discussed in detail with the help of graphs.