MHD Convective Boundary Layer Falkner-Skan Flow for Powell-Eyring Fluid Over a Permeable Moving Wedge with Heat Source

In this article, we have investigated MHD convective boundary layer Falkner-Skan flow for Powell-Eyring fluid over a permeable moving wedge with heat source. We have considered chemical reaction in concentration profile. The PDEs of momentum, heat and mass have been changed into non-linear coupled ODEs by using suitable transformation. Transformed equation have been solved by using bvp4csolver with MATLAB. The effects of parameters on the velocity, heat and mass transfer are analyzed with the help of graphs and tables. Local Nusselt number, local Sherwood number and skin friction coefficient are tabulated. Increases the value of (M), (gamma), (alpha) and (Gr) rises the momentum boundary layer thickness as well as velocity profile and opposite effects have been observed on temperature and concentration profiles. The Grashof number highlights the significance of convection in controlling the axial velocity. Increases the value of (K) suppress the momentum boundary layer and opposite effects have been on temperature and concentration profiles. Increases the value of (theta(w)), (Bi-1), (Q) rises heat flux as well as temperature profile and opposite effects show to increase the value of (Pr) on temperature profile.