Analysis of MHD Flow on Exponentially Stretching Sheet with Slip Conditions

This work examines radiative heat transfer and magnetohydrodynamic (MHD) boundary layer flow with second-order slip condition. The fluid flow in the direction of an exponentially stretched sheet is taken into consideration. Thermal conductivity and the impact of the magnetic field are considered. By using similarity transformation, the nonlinear mathematical expression of the flow that is acquired is converted into ordinary differential equations. Numerical solutions are found for the linked higher order nonlinear ordinary differential equations. Analysis is done on the velocity and temperature profile solution in relation to the first and second order slip parameters. Graphs for several relevant metrics are used to explain the flow's features. As the Prandtl number rises, the rate of heat transmission falls, but the radiation parameter increases.