Flow of Maxwell Fluid with Heat Transfer through Porous Medium with Thermophoresis Particle Deposition and Soret–Dufour Effects: Numerical Solution

In this paper, we study the magnetohydrodynamics of Darcy flow in a non-Newtonian liquid. The influence thermophoresis on particle deposition is examined Maxwell nanofluid. our model, temperature distribution generated by Fourier law heat conduction with nonlinear thermal radiation and sink/source. We also examine Soret–Dufour effects mass concentration equations. Brownian thermophoretic diffusions are assumed to be nanoparticle dispersion fluid. similarity method used transform partial differential equations into ordinary transformed were solved numerically using BVP Midrich scheme. results computation displayed graphically tabular form. obtained show that increasing Deborah number leads decline radial angular motion decrease magnitude axial flow. As expected, strength source values parameters determine found as Soret rises (or Dufour falls), so does transfer rate.