Abstract
Variable Viscosity and Thermal Conductivity Effect of Soret and Dufour on Inclined Magnetic Field in Non-Darcy Permeable Medium with Dissipation
Highlights
The study of the consequence of variable viscosity of the fluid and thermal conductivity with an inclined magnetic field in an incompressible flow stimulated by the instantaneous actions of buoyancy forces consequential from non-Darcy porous medium on heat and mass transfer is important from the practical and theoretical point of view due to it applications in planetary atmosphere research and others
It was noticed that an increase in the values of m enhances the temperature profiles as heat moves from the plate surface to the ambient medium when m f 0, otherwise it flows away from the medium to the stretching sheet
During many mechanical forming processes, heat generation is essential in the aspect of chemical reaction
Summary
The study of the consequence of variable viscosity of the fluid and thermal conductivity with an inclined magnetic field in an incompressible flow stimulated by the instantaneous actions of buoyancy forces consequential from non-Darcy porous medium on heat and mass transfer is important from the practical and theoretical point of view due to it applications in planetary atmosphere research and others. Improvement has been significantly achieved in the analysis of MHD heat and mass transfer flow as a result of it usefulness in several devices, such as Hall accelerator, power engineering, MHD power generator and underground spreading of chemical wastes are the few areas where the combined diffusion-thermo and thermal-diffusion influences are observed. [5,6] studied flow of heat and mass transfer for hydrodynamic radiative fluid through a porous moving plate. The magnetic field term affects the velocity profile and as well accelerates the temperature profile indirectly
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