Abstract
This work explores the possessions of a condensed Sisko nanofluid's MHD limit layer stream above a non-direct extended sheet, including the impact of liquefying heat move, synthetic response, thick dissemination, slip, and convective limit situation. Employing the shooting routine in conjunction with the Runge-Kutta-Fehlberg process, the intermediate differential conditions and limit circumstances that are administered are changed into a non-straight standard differential conditions procedure. The outcomes presume that the mass exchange rates increment, though heat move rates decline with thick dispersal for non-Newtonian liquids. Notwithstanding, the hotness move rates support radiation and dissolving boundaries.