Abstract
The present research paper deals with the study of magnetized dissipative Soret of steady viscous incompressible two-dimensional Maxwell fluid flow in a porous medium over a stretching sheet with chemical reaction and Joule heating. Maxwell nanofluid flow model using to differentiate it from the Newtonian fluids. Nonlinear coupled partial differential equations model has been not applicable to any of the direct methods. A Von-Karman similarity transformations are used to convert the nonlinear system of differential equations and are solved numerically via the bvp4c MATLAB function. The simulated results are shown for various values of physical parameters in the flow regime. In addition to, the numerical results of magnetized dissipative Soret, chemical reaction and Joule heating are calculated and tabularized. The effects of various parameters like Maxwell fluid, magnetic parameter, chemical reaction parameter, wall temperature, etc. on normal velocity profile, axial velocity profile, temperature profile and concentration profile. Comparison of current similarity solutions with available results indicates the accuracy and guarantee of the present numerical results and the used method. The results indicate that the effects of the Maxwell fluid, magnetic parameter, chemical reaction parameter, wall temperature are very pronounced.