Quadratic convective transport of Cu-Al2O3 hybrid nanoliquid with Hall current, variable suction, and exponential heat source

The time-dependent slip flow and heat transport of the Cu-Al2O3 hybrid nanofluid through a vertical permeable plate with Hall current and variable suction is investigated. An exponential heat source and quadratic convection effects are considered. The dimensionless governing equations are solved analytically using the regular perturbation method. The graph of variation of the different flow fields with respect to the distance from the plate is drawn for the analysis. It is established that the exponential heat source aspect increased the temperature profile while the quadratic convection aspect decreased the temperature profile. The applied magnetic field and nonlinear convection aspects reduce the axial velocity field. The quadratic convection and exponential space-dependent heat source phenomena are favorable to friction factors. Furthermore, the global heat transfer is increased in the presence of an exponential space dependent heat source and hybrid nanoparticles.

Automated summary

The study investigates the time-dependent slip flow and heat transport of Cu-Al2O3 hybrid nanofluid through a vertical permeable plate with Hall current and variable suction. Results show that the exponential heat source increases the temperature profile, while the quadratic convection decreases it. The applied magnetic field and nonlinear convection aspects reduce the axial velocity field, while quadratic convection and exponential space-dependent heat source are favorable to friction factors. Additionally, global heat transfer is increased in the presence of an exponential space-dependent heat source and hybrid nanoparticles.