Radiative and viscid dissipative flowing influences on heat and mass transfer in MHD Casson fluid employing Galerkin finite element style

Abstract

This work employs a numerical calculation to investigate the heat and mass transfer process of a hydromagnetic radiative Casson fluid flowing through a vertical plate in the presence of heat generation, viscid dissipation and chemical processes. The governing dimensional partial differential equations (PDE) for considered Casson fluid are first converted into dimensionless PDE utilizing proper variables. The obtained system is then computed using Galerkin finite element method (G-FEM). The approximated results for different parameters are shown through curves and tables. The impact of dimensionless parameters is visualized on fluid velocity, fluid temperature, fluid concentration, Nusselt number and skin friction. The heat transmission mechanism of Casson fluid is superior to that of the Newtonian liquid. In the limited scenario, the study findings are in excellent accord with the existing literature.

Radiation effect on stagnation point flow of Casson nanofluid past a stretching plate/cylinder

“…Kaneez 31 explored the thermal efficiency of Non-Newtonian fluid by submerging trihybrid nanoparticles Fe 3 O 4 -Al 2 O 3 -TiO 2 uniformly. Aside from these, there have been a few recent studies [32][33][34][35][36][37][38] on the impact of thermal radiation on the various nanoparticles flow past a stretching/shrinking surface or different geometries. Recently, Maranna 39 presented an effect of radiation and mass suction/injection on two dimensional laminar flow of ternary nanoparticles due to porous stretching/shrinking sheet.…”