Abstract
This paper presents the finitely extensible nonlinear elastic-Peterlin (FENE-P) fluid model to analyze how polymeric fluid affects drag and heat transfer over a magnetized stretching surface. The FENE-P is one of the viscosity models used to study the behavior of polymeric fluids. The governing boundary layer equations based on physical laws are transformed into a similar form using appropriated transformation. To discuss the impacts of polymers and magnetic fields on flow and heat transfer, the resulting equations are numerically solved using the shooting method, and the outcomes are presented graphically. The role of magnetic fields and polymers as drag-reducing and heat transfer enhancing agents is also thoroughly discussed.