Computational Analysis of the Magnetized Second Grade Fluid Flow Using Modified Fourier and Fick’s Law towards an Exponentially Stretching Sheet

Numerical investigation of a chemically reactive second grade fluid flow towards an exponentially stretching sheet into porous medium induced by thermal and concentration slips boundary conditions is carried out. Further, nonlinear radiations, Joule heating, MHD thermophoretic impacts are also taken account. The modified Fourier Fick’s law used to analyse the solutal energy features. systems partial differential equations, as well conditions, transformed ordinary equations imposing appropriate similarity variables. Then these solved using BVP4C Matlab approach numerically. graphs tables number emerging parameters plotted discussed. It noticed that improvement parameter, velocity profile reduced. Moreover, upsurge Eckert numbers Ec1 Ec2 slip parameter S1 enhance temperature in domain.