Magnetohydrodynamic forced convection and heat transfer of a Casson fluid flow in an anisotropic porous channel with Isoflux boundaries

Theoretical analysis of magnetohydrodynamic fully developed forced convective flow and heat transfer characteristics a non-Newtonian electrically conducting Casson fluid through porous channel filled with anisotropic material bounded by two impermeable horizontal walls subject to constant flux applied the outer is investigated. The extended Darcy-Brinkmann model govern inside accounts for presence inertia term, which allows no-slip boundary conditions at walls. principal axis permeability oriented from radians. equations governing system are solved using inbuilt “DSolve” in Mathematica 11.1 velocity temperature profiles as well Nusselt number (Nu), characterizes rate system. effects various parameters on velocity, displayed graphs discussed quantitatively. From results we observed that profile reduced parameter (ß), ratio (Kr), orientation angle (), Hartmann (Ha) increased, whereas increased when Darcy (Da) apparent viscosity () increased. Similarly, these variables also had similar effect fluid. On other hand, profile, measured number, (Kr) while increasing ( ) decreased Heat Transfer Profile. Upon further investigation, was shown be maximum along path least media under investigation.