Heat and Mass Transfer on Unsteady Magnetohydrodynamics (MHD) Convective Flow of Casson Hybrid Nanofluid Over a Permeable Media with Ramped Wall Temperature

Abstract

In this investigation, the heat and mass transfer on unstable MHD convective flow of a non-compressible gelatinous electrical performing non-Newtonians Cassons hybrid nanoliquid past an unbounded exponential accelerated perpendicular stirring spongy surface underneath the influences of slips velocity has been discussed. H2O as well as ethyleneglycol mixtures have been taking as the fundamental Cassons fluid. The stable homogeneous magnetic domain was applied underneath the presumption of least magnetic Reynold numbers. The ramped walls temperatures as well as time changing concentrations near the surface were constructed into consideration. The initial ordered systematical chemical reacting and heat absorptions were also considering. Silver (Ag) in addition to CuO nanoparticles were spread in fundamental liquid H2O as well as ethylene-glycol combined to be produced as hybrids nanoliquid. The Laplaces transformations techniques are applied on the in-dimensional leading equations for the closed forms solution. The equations for the non-dimensionalized shear stresses, rate of temperature along with accumulation transport were also obtained. The graphical solutions are represented to scrutinized the impacts of physically parameters on the most important flow features. The computational quantities of the shear stress, rates of heat as well as mass transport near the surface were tabulate with the distinct entrenched parametrics. The resulting velocity was growing by an enhancing in heat as well as concentrations buoyancy strengths, while slips parameter has opposite outcome on this for case of ramped walls temperatures. The current problems have most appliances by magnetic material processes, electrical performing polymers mechanics, as well as purifications of molten metals with non-metallics.