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• W79893496 abstract "This work compares two different approaches for obtaining numerical solutions for laminar natural convection within a square cavity, which is filled by a fixed amount of a solid conducting material. The first model considered, namely, macroscopic model, is based on the assumption that the solid and the fluid phases are seen as the same medium, over which volume-averaged transport equations apply. Secondly, microscopic model is considered to solve the momentum equations for the fluid phase that would resemble a conjugate heat transfer problem in both the solid and the void space. In the microscopic model, the solid phase is composed of circular obstacles, equally spaced within the cavity. The average Nusselt number at the hot wall, obtained from the macroscopic model, for several Darcy numbers, are compared with those obtained with the second approach, namely the microscopic model, with different number of obstacles. When comparing the two methodologies, this study shows that the average Nusselt number calculated for each approach for the same Ram differs between each other and that this discrepancy increases as the Darcy number decreases, in the macroscopic model, or the number of blocks increases and their size decreases, in the microscopic model." @default.
• W79893496 created "2016-06-24" @default.
• W79893496 creator A5054716515 @default.
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• W79893496 date "2005-01-01" @default.
• W79893496 modified "2023-09-27" @default.
• W79893496 title "HEAT TRANSFER IN SQUARE CAVITIES FILLED WITH CIRCULAR RODS" @default.
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