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Computational Thermal Sciences: An International Journal

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A CONVECTIVE MHD DOUBLE DIFFUSIVE FLOW OF A BINARY MIXTURE THROUGH AN ISOTHERMAL AND POROUS MOVING PLATE WITH ACTIVATION ENERGY

Volumen 13, Ausgabe 5, 2021, pp. 45-60
DOI: 10.1615/ComputThermalScien.2021037772
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ABSTRAKT

The focus of this analysis is on the transient double diffusion of a binary mixture in a porous moving flat device. Without viscoelasticity of the reactive fluid and material deformation, the considered fluid satisfied Newtonian properties with continuous molecular collision. Under convection and magnetic field influence, the reaction is motivated by chemical heat generation and Arrhenius kinetics. A partial derivative is formulated for the exothermic fluid species in the presence of Roseland heat radiation with isothermal and injection or suction boundary layer. The transformed dimensionless derivatives are solved by midpoint Richardson extrapolation combined with Runge-Kutta via shooting iteration. Graphs and tables with quantitative discussion reveal that a monotonically increase in the thermal diffusion is strongly impacted by an increasing value of heat generation and radiation throughout the flow regime. Also, in the presence of activation energy and chemical kinetics, the species destructive reaction reduces mass transfer while generative species mixture raises the molecular species transfer.

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