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This article mainly concerns investigating the fluid flow, heat, and mass transfer of a Sutterby fluid (Biofluid) towards a stretching sheet saturated with a porous medium with considering viscous dissipation. The solution to the transformed similarity equations is derived using the Spectral Relaxation Method (SRM). The SRM is established with modest iterations. This scheme is initiated with the diminution of the order of the momentum equation and regrouping the derived governing equations. The precision and convergence of the results are also presented. Graphs, tabular forms of the individual parameters associated with the current perusal were exhibited, correspondingly. Besides, the local Sherwood number, Nusselt number, and surface shear stress were also computed. It is found that strengthening the porous media values improves the shear stress of the surface. Shear-thinning fluids have a higher velocity than that of shear thickening fluids and opposite behaviour was observed in temperature and concentration fields.

Sutterby fluid flow past a stretching sheet embedded in a porous media with viscous dissipation