Effects Of Radiation And Thermal Slip On Heat Transfer Analysis Of Non-Newtonian Fluid From An Isothermal Sphere

In this work, we focused on heat transfer analysis of Eyring Powell fluid from an isothermal sphere with the effects of radiation and thermal slip. The governing momentum and energy equations are transformed to nonlinear ordinary differential equations by use of a non-similarity transformation. These equations are described by numerically subject to physical applicable boundary conditions using the second order exact implicit finite difference Keller-box technique. The boundary layer conservation equations are parabolic in nature. The effects of Eyring Powell fluid parameter, Radiation parameter, Prandtl number and Thermal Slip on velocity and temperature profiles are discussed.