MHD hybrid nanofluid flow over a stretched surface with convective boundary conditions: Applications of heat transfer

Abstract

The main objective of this research is to analytically study an innovative, viscous, time-independent, and incompressible (HFN) hybrid nanofluid flow on a slanderous stretched surface. This study examines thermal conductivity, heat absorption/omission, thermal radiation, and the magnetic effect of in the existence of HFN. Incorporating an external heat source into the heat transfer process increases the effect of the dissipative heat and thermal radiation. The flow characteristics are governed by the mathematical form which is further transferred to ordinary differential equations (ODEs) via appropriate assumptions regarding similarity variables and stream functions. The strong nonlinearity was successfully solved using the analytical technique homotopy analysis method (HAM) for these nonlinear equations. The results and discussion section provides a thorough explanation of the main outcomes of the study. This research focuses on the enhancement of heat transfer and the effects.