On the Flow of Oil-Based Nanofluid on a Stretching Permeable Surface with Radiative Heat Transfer and Dissipative Energy

Abstract

Heat transport processes through radiation in a dissipative flow of Al2O3 and CuO oil-based nanofluids has been discussed. The equations modeling the flow has been transformed using similarity variables into coupled nonlinear higher order ordinary differential equations. These equations are solved by employing the fourth order Runge-Kutta algorithm and a shooting technique. The results for the embedded parameters were tabulated and depicted graphically. The study revealed that oil-based nanofluid of CuO has a better rate of heat transfer than Al2O3 oil-based nanofluid with increased radiation. Thus, the study concluded that CuO oil-based nanofluid has a superior heat transfer characteristic and thus preferred for radiation hardening.

An Analytical Study of the Impact of an Inclined Magnetic Field on Couette Flow with Jeffrey Fluid under Local Thermal Non-Equilibrium (LTNE) and Viscous Dissipation

“…Bhargavi and Reddy [15] have conducted a study to investigate of magnetic field's impact on the extended Brinkman non-Darcy flow model. Several authors have provided detailed discussions on MHD flow with different fluid types, such as nanofluids and Casson fluids, under various boundary conditions [16][17][18][19][20]. These discussions shed light on the intricate nature of MHD flow, providing valuable insights into its behavior across diverse scenarios and contributing to advancements in the field.…”

On MHD Flow of Non-newtonian Viscoelastic Fluid over a Stretched Magnetized Surface

“…Then Golbert et al [34] employed the similarity approach to analyse the boundary layer flow of a non-Newtonian Casson fluid over an exponentially stretched magetized surface. While Etwire et al [35] considered the dynamics of oil-based nanofluid on a permeable stretched surface with radiative heat transfer and dissipative energy [36] analysed the time-dependent hydromagnetic flow past a porous vertical surface in with internally generated heat. Similarly Seini et al [37] catalogued the influence of heat transfer on Casson fluids over exponentially stretched porous surfaces.…”