Motion of micropolar and Walters-B nanofluids towards a stretching sheet with the significance of heat generation, thermal radiation and Soret–Dufour mechanisms

The influences of thermal radiation, Heat Generation and Soret–Dufour on the boundary layer flow Micropolar Walters-B non-Newtonian fluid with MHD heat mass transfer are investigated, formulated model resulted to set partial differential equations (PDEs). PDEs were simplified using suitable similarity variable obtain total eqautions. transformed solve by employing spectral homotopy analysis method (SHAM). SHAM uses basic concept both Chebyshev pseudospectral method. outcomes for encountered parameters temperature, velocity concentration presented aid figures. An increase in viscoelastic parameter is observed enhance entire hydrodynamics thickness. Very close wall micro-rotation noticed profile negligible very far from wall. Prandtl number radiation temperature as their values increases. As applied various engineering processes, we hope present study will contribute a better understanding fluids, such Walters-B. local skin friction, Nusselt Sherwood also computed investigated different embedded problem statements, i.e., all results graphically physical quantities tabulated.