An Effect of MHD on Non-Newtonian Fluid Flow over a Porous Stretching/Shrinking Sheet with Heat Transfer

The current article explains the 3-D MHD fluid flow under impact of a magnetic field with an inclined angle. porous sheet is embedded in to yield better results problem. governing PDEs are mapped using various transformations convert form ODEs. yielded ODEs momentum equation examined analytically derive mass transpiration and then it used energy solved exactly by controlling parameters. In case multiple solutions, closed-form exact solutions highly non-linear differential equations presented as viscoelastic fluid, which classified two classes, namely second order liquid Walters’ B fluid. can be obtained graphical arrangements. work utilized many real-life applications, such automotive cooling systems, microelectronics, heat exchangers, so on. At end analysis, we concluded that velocity was more for Chandrasekhar’s number both stretching shrinking case.