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A lattice Boltzmann investigation of two-phase natural convection of Cu-water nanofluid in a square cavity

机译:方水中铜水纳米流体两相自然对流的格子玻尔兹曼研究

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A numerical investigation of two-phase natural convection of Cu-water nanofluid in a square cavity is conducted by using a novel volume fraction-thermal lattice Boltzmann method to solve the governing equations of the flow field, temperature field, and nanoparticle volume fraction distribution field. The study explores the effects of the variable nanoparticle volume fraction at different Rayleigh numbers (103≤Ra≤106) and initial nanoparticle volume fractions (0.01≤?initial≤0.05) on streamlines, isotherms and the Nusselt number. The results have shown that the Nusselt number along side walls would decrease when the Rayleigh number is large, with the opposite effects on parts of the side walls when the Rayleigh number is small. The relative difference of Nusselt number has a positive correlation with both the Rayleigh number and the initial nanoparticle volume fraction. When the Rayleigh number or the initial nanoparticle volume fraction is relatively large, the slip mechanisms of nanoparticles play an important role, and the two-phase model should be adopted instead of the conventional homogeneous one-phase model.
机译:利用新颖的体积分数-热晶格玻尔兹曼方法对Cu-水纳米流体在方腔内的两相自然对流进行了数值研究,以求解流场,温度场和纳米粒子体积分数分布场的控制方程。 。研究探索了在不同的瑞利数(103≤Ra≤106)和初始纳米颗粒体积分数(0.01≤Δinitial≤0.05)下可变纳米颗粒体积分数对流线,等温线和Nusselt数的影响。结果表明,当瑞利数较大时,沿侧壁的Nusselt数将减少,而当瑞利数较小时,沿侧壁的Nusselt数将对部分侧壁产生相反的影响。 Nusselt数的相对差与瑞利数和初始纳米粒子体积分数均呈正相关。当瑞利数或初始纳米粒子体积分数较大时,纳米粒子的滑动机理起着重要作用,因此应采用两相模型代替常规的均相一相模型。

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