Variable mass diffusion and temperature dependent heat source/sink effects on MHD Casson fluid through a stretching sheet

摘要

In this investigation, the consequences of non-uniform heat source and concentration dependent diffusivity in the two-dimensional flow of MHD Casson fluid across a stretching sheet with multiple parameters are addressed and reported. The governing non-linear partial differential equations are brought down in to an arrangement of ordinary differential equations employing similarity transformations. Numerical results are prevailing for this system by employing a finite difference method called bvp4c. The dimensionless velocity, heat and mass transfer profiles are plotted and explained for diverse emerging physical parameters. To describe the application point of view, the consequences of these parameters on skin friction coefficient, local Nusselt number and local Sherwood number are analyzed with the aid of tabular results.