Mathematical investigation of the non-linear boundary value system for Jeffrey fluid flow

Abstract

The gravity-driven unsteady Magnetohydrodynamic transport of Jeffrey fluid via the elongating sheet is assessed analytically. Semi-analytical results for velocity, concentration and temperature can be retrieved by shifting the governing equations into a dimensionless form and tackling them via the Modified Homotopy analysis methodology. The precision of these responses is confirmed by contrasting them to the numerical results, which confirms a high consistency. Graphical illustrations are utilized to show how numerous parameters influence flow and heat transmission. To further demonstrate the implications of different physical factors, including the skin friction factor, Sherwood and Nusselt number are estimated and disclosed in a data table.