journal article Jan 08, 2026

Numerical Analysis of Mixed Convection in Vented Curved Cavity With a Metal Foam Layer

Heat Transfer Vol. 55 No. 3 pp. 1827-1850 · Wiley
View at Publisher Save 10.1002/htj.70167
Abstract
ABSTRACT
Heat transfer applications usually contemplated day‐to‐day are primarily spotlighted on mixed convection, such as solar collector heating arrangements, electronic cooling, and drying processes. Enhancing convection heat transmission in such appliances can be achieved by inserting porous media, inflow loci, and/or line geometry. In the present paper, convection heat transmission inside a vented curved cavity () with an inserted metal foam layer ( PPI and 0.9% porosity) saturated with water was accomplished. The bottom cavity wall was discretely heated at a constant hot temperature, and the curved wall was kept at a constant cold temperature. Governing equations comprising continuity, momentum with the Darcy–Brinkmann–Forchheimer model, and local thermal equilibrium energy equation have been used and numerically resolved by utilizing the finite element scheme. The inspirations of pertinent parameters involving metal foam layer thickness (), Richardson number (, , ), Reynolds number (), inlet port position (, , ), and partial heating position (, , ) are scrutinized. The results reveal that flow and heat transfer fields are influenced chiefly by these parameter alterations. Streamlines and isotherms were affected strongly by Reynolds number and inlet port location. The average Nusselt number highly depended on the Reynolds number and the metal foam layer insertion. When and , increasing the metal foam layer thickness enlarges cavity regions with high temperature values, but when , another performance is attained. The position at is recommended in most thermal engineering applications.
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Published
Jan 08, 2026
Vol/Issue
55(3)
Pages
1827-1850
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Cite This Article
Luma F. Ali, Raed G. Saihood (2026). Numerical Analysis of Mixed Convection in Vented Curved Cavity With a Metal Foam Layer. Heat Transfer, 55(3), 1827-1850. https://doi.org/10.1002/htj.70167