Conjugate natural convection heat transfer in an inclined square cavity containing a conducting block

Research on Heat-Transfer and Three-Dimensional Characteristics of Natural Convection in a Small Cavity With Heat Sources

“…Table 1 shows a comparison is shown between Nusselt numbers obtained at different Rayleigh numbers (the grid is 100×100×100) and benchmark solutions given in the literature [10]. As shown in Table 1, the results obtained in this research are consistent with the NCMARKATOS benchmark solutions, with an error of less than 2%.…”

“…Naiyan Zhan 1 *, Yue Xu 1 * and Zhiyun Wang influence of the tilt angle [10]. Sharif simulated heat transfer by natural convection in a square cavity with a heat source and confirmed the influence of the lateral walls on natural convection [11].…”

Mixed Convection in a Vented Square Cavity with a Heat Conducting Horizontal Solid Circular Cylinder

“…They identified that flow and thermal fields were modified by the blockage effect of the baffle and the degree of flow modification due to blockage was enhanced by increasing the shape parameter of the baffle. Recently, conjugate natural convection heat transfer inside an inclined square cavity with an internal conducting block was carried out by Das and Reddy (2006). At the same time, Xu et al (2006) experimentally investigated the thermal flow around a square obstruction on a vertical wall in a differentially heated cavity.…”

Analysis of Entropy Generation in Natural Convection of Nanofluid inside a Square Cavity Having Hot Solid Block: Tiwari and Das’ Model

“…By 2˙ 13The corresponding boundary conditions for these equations are given by u " v " 0 on solid walls θ " 0 on cooled walls θ " 1 on heated walls of centered body Bθ{Bn " 0 on adiabatic walls (14) Here Pr " µ f`ρ C p˘f { pρ f k f q is the Prandtl number, Ra " g pρβq f pT h´Tc q L 3 { pα f µ f q is the Rayleigh number, and the functions H 1 pϕq, H 2 pϕq and H 3 pϕq are given by…”

“…Effects of inclination angle on natural convection flow in a square enclosure with a centered internal conducting square block are analyzed by Das and Reddy [14] by using finite volume technique. Ray and Chatterjee [15] made a work on solid object inserted cavity with corner heating and found similar results.…”