Collective Slip Results on Mhd Unstable Flow on Porous Stretching Sheet

The present work presents a numerical investigation of the combined sliding outcomes of the MHD unstable heat and mass transport phenomena of the Casson fluid above the stretched sheet. The stretched sheet moving at a non -uniform velocity and the magnetic field were taken into consideration. We reconstruct the flow -related equations as linked non-linear partial differential equations by using similarity transformations. The main conclusions drawn from this work indicate that flow velocity decreases with increasing porosity levels and the Casson parameter. On the other hand, a rise in the Dufour number increases the fluid velocity. The impact of various physical parameters on the flow field is with the of the MATLAB BVP4C.