Soret and Dufour Effects on the Boundary Layer Magneto-Fluid Flow Past an Infinite Vertical Porous Plate

Abstract

Numerical studies were performed to examine the MHD mixed convection flow through an impulsively stretched permeable vertical plate with diffusion-thermo and thermaldiffusion effects. This study was conducted to address the cooling problem of boundary layer fluid flow. Numerical solutions for the velocity fields, concentration distributions, as well as temperature distribution, were obtained for different values of the associated parameters using the finite difference numerical method. The obtained results were discussed with the help of graphs to observe the effects of these several parameters entering into the problem on the velocity and temperature fields and the concentration distribution.

Soret Effect on Magneto Hydrodynamic Free Convective Heat and Mass Transfer Effects Flow over an Inclined Plate Embedded in a Porous Medium

“…Hasan and Hossain [14] performed numerical studies of MHD mixed convection flow occurring through a permeable, impulsively stretched erect plate. The investigation takes into account of Sr and Df.…”

Magnetohydrodynamic flow around an elongated cylinder in non-Darcian porous regime with higher order chemical reaction and Soret/Dufour effects

“…A numerical approach to chemically reacting laminar stream by considering Soret, Dufour effects and using convective borderline conditions was carried out by Makinde et al [22]. Mathematical investigation of a magnetohydrodynamic fluid flow through upright permeable plates with the Soret and Dufour effect was carried out by Hasan and Hossain [23]. Recently, Das and Dorjee [24], Kumara et al [25], Das [26], Balla et al [27], and Kodi and Mopuri [28] contributed to this study.…”