Mixed Convection of an Ag/Water Nanofluid in a Ventilated Square Cavity Containing Cold Blocks of Different Shapes

Meryem Brahimi, R. Benderradji, H. Gouidmi
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Abstract

This research presents the results of a numerical study on mixed convection in a ventilated cavity with a central cold block of varying shapes. The direction of the forced flow of Ag/water nanofluid is perpendicular to the transverse axis (y) of the central cold block. Mixed convection is induced by cooling at the entrance of the ventilated cavity and uniformly heating its bottom wall. The governing equations for the flow of an incompressible Newtonian nanofluid are assumed to be two-dimensional, steady, and laminar. The finite volume method is employed for numerical simulations. A series of calculations are conducted to investigate the effects of key influencing factors: Reynolds number (Re = 100), Richardson number (Ri = 1), and nanoparticle volume fractions (0 ≤ ∅ ≤ 8%) on the enhancement of heat transfer. The impact of four different geometric shapes of the cold obstacle (circular, square, triangular, and elliptical) on fluid flow and heat transfer rate is also explored. The results indicate that an increase in nanoparticle volume fraction enhances the heat exchange rate in the cavity only when the geometric shape of the cold obstacle is circular. This is followed by square and triangular shapes, which approximately yield concordant results, and then the elliptical shape.
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包含不同形状冷块的通风方形空腔中的银水纳米流体的混合对流
本研究介绍了对带有不同形状中央冷块的通风空腔中的混合对流进行数值研究的结果。Ag/water 纳米流体的强制流动方向垂直于中心冷块的横轴(y)。通过在通风空腔入口处冷却并均匀加热其底壁来诱导混合对流。不可压缩牛顿纳米流体的流动控制方程假定为二维、稳定和层流。数值模拟采用有限体积法。进行了一系列计算,以研究主要影响因素的作用:雷诺数 (Re = 100)、理查森数 (Ri = 1) 和纳米粒子体积分数 (0 ≤ ∅ ≤ 8%)对增强传热的影响。此外,还探讨了冷障碍物的四种不同几何形状(圆形、方形、三角形和椭圆形)对流体流动和传热速率的影响。结果表明,只有当冷障碍物的几何形状为圆形时,纳米粒子体积分数的增加才会提高空腔中的热交换率。其次是正方形和三角形,它们的结果大致相同,然后是椭圆形。
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