Natural Convection over Two Superellipse Shapes with a Porous Cavity Populated by Nanofluid

Abstract

The influences of superellipse shapes on natural convection in a horizontally subdivided non-Darcy porous cavity populated by Cu-water nanofluid are inspected in this paper. The impacts of the inner geometries (n = 0.5,1,1.5,4) Rayleigh number (103 ≤ Ra ≤ 106), Darcy number (10−5 ≤ Da ≤ 10−2), porosity (0.2 ≤ ϵ ≤ 0.8), and solid volume fraction (0.01 ≤ ∅ ≤ 0.05) on nanofluid heat transport and streamlines were examined. The hot superellipse shapes were placed in the cavity’s bottom and top, while the adiabatic boundaries on the flat walls of the cavity were considered. The governing equations were numerically solved using the finite volume method (FVM). It was found that the movement of the nanofluid upsurged as Ra boosted. The temperature distributions in the cavity’s core had an inverse relationship with increasing Rayleigh number. An extra porous resistance at lower Darcy numbers limited the nanofluid’s movement within the porous layers. The mean Nusselt number decreased as the porous resistance increased (Da ≤ 10−4). The flow and temperature were strongly affected as the shape of the inner superellipse grew larger.

The Impact of Nanofluid on Natural Convection in an Isosceles Rectangular Container with a Heat Source

“…They proved that the best cooling process for a heat source located inside the square container when this source has a size of S = 0.25. Alsedais [13] studied in a non-Darcy horizontally divided porous cavity inhabited by a copper water nanofluid, the effects of super ellipse shapes into natural convection natural convection. Sheikholeslami et al [14] analyzed convective heat transfer in the presence of MHD by a copper and water nanofluid contained within two cylinders, a hot inner cylinder, and a cold outer cylinder.…”