Effect of Brinkman number on Chemically reactive Bi-viscous Bingham hybrid nanofluid flow across the penetrable sheet with mass transfer

Abstract

The current work aims to analyze the impact of Brinkman number and variable MHD on Bi-viscous Bingham hybrid nanofluid flow across the penetrable sheet with heat transfer. Molybdenum disulfide (MoS₂) and Graphite oxide (GO) nanoparticles are dispersed in Sodium alginate (SA) to form a hybrid nanofluid. Using similarity conversions, the governing nonlinear PDEs for momentum, temperature, and concentration are transformed into ODEs along with the boundary condition. In the fluid region, the heat balance is kept conservative with a source/sink that relies on the temperature, and in the case of radiation, Bvp-4c, and shooting method to obtain the numerical solutions. Furthermore, the results of the current problem can be discussed by implementing a graphical representation with different factors, The results of the present analysis define that upsurging the inverse Darcy number decays the axial velocity, and increasing the thermal radiation raises the temperature. The current problem contains many industrial uses in technology and industrial processes, like Aerodynamics in vehicle design, blood flow in medicine, and oil and gas extraction.