Upshot of Generalized Fourier’s And Fick’s Laws on MHD Williamson Nanofluid Flow Past a Bi-Directional Stretched Surface with Second Order Slip and Double Stratification

Abstract

In this proposed model, we have discussed the generalized Fick’s and Fourier’s laws over MHD Williamson nanofluid flow with mixed convection past a bidirectional stretched surface. Influence of variable thermal conductivity and stratification with second-order slip are also considered. Suitable transformations have betrothed to transform the partial differential equations into differential equations with high nonlinearity. The solution of the proposed problem has attained via some suitable analytical or numerical technique. Impacts of miscellaneous arising parameters have deliberated via graphical structures. Some useful tabulated values of physical quantities have also discussed