MHD Slip Flow for Casson Nano Fluid over a Radically Surface with Zero Mass Flux at the Surface, Non-liner Radiation and Temperature Jump

Abstract

The impact of second order velocity slip with zero mass flux over a malting radially surface is deliberated in the present study to explore the solution of boundary layer flow for MHD Casson nano-fluid heat and mass transfer utilizing nonlinear thermal radiation, heat source and velocity and temperature jumping effect. The temperature and mass equation effect of cross-diffusion is set. Scheme of R.K. using the shooting method, the fourth order is used to derive the correct transformation of the nonlinear differential equation (ODE) mathematical solution from the partial differential equation (PDE) model. The visual definition is used to explain the effect of fluid flow variable such as temperature change, first and second order velocity slip parameter, magnetic parameter, heat source and radiation parameter, surface melting parameter, temperature ratio parameter on dimensional density, temperature and mass profiles. The numerous Nussels, local skin tension and the amount of Sherwoods is expressed in table form. The results obtained confirm that there is an excellent agreement in open literature with those available. In the case of first and second order slip conditions, the skin frication is magnified. The contrary effect can also be seen in the amount of Nusselt.