Effects of the Magnetohydrodynamic Flow within the Boundary Layer of a Jeffery Fluid in a Porous Medium over a Shrinking/Stretching Sheet

The consequences of magnetohydrodynamic flow inside the boundary layer a Jeffery fluid in porous material across shrinking/stretching sheet are discussed this paper. Runge–Kutta fourth-order technique is used to turn partial differential equations into nonlinear ordinary and solve them using similarity transformation. On velocity temperature profiles, effects key factors such as “thermal stratification” e 1 , id="M2"> λ “Jeffery parameter,” Pr “Prandtl number”, M “Magnetic field,” “Porous parameter” id="M3"> 2 “heat generation/absorption” have been visually described. In terms heat transmission, Jeffrey nanofluid beats other fluids Oldroyd-B Maxwell nanofluids, according findings. According our findings, thickness explored both stretching shrinking. When id="M4"> parameter increased, rise, while id="M5"> γ has opposite effect.