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首页> 外文期刊>Journal of electronics cooling and thermal control >Mixed Convection Heat Transfer for Nanofluids in a Lid-Driven Shallow Rectangular Cavity Uniformly Heated and Cooled from the Vertical Sides: The Opposing Case
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Mixed Convection Heat Transfer for Nanofluids in a Lid-Driven Shallow Rectangular Cavity Uniformly Heated and Cooled from the Vertical Sides: The Opposing Case

机译:在垂直方向均匀加热和冷却的带盖驱动的浅矩形腔中,纳米流体的混合对流传热:相反的情况

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An investigation on flow and heat transfer due to mixed convection, in a lid-driven rectangular cavity filled with Cu- water nanofluids and submitted to uniform heat flux along with its vertical short sides, has been conducted numerically by solving the full governing equations with the finite volume method and the SIMPLER algorithm. In the case of a slender enclosure, these equations are considerably reduced by using the parallel flow concept. Solutions, for the flow and temperature fields, and the heat transfer rate, have been obtained depending on the governing parameters, which are the Reynolds, the Richardson numbers and the solid volume fraction of nanoparticles. A perfect agreement has been found between the results of the two approaches for a wide range of the abovementioned parameters. It has been shown that at low and high Richardson numbers, the convection is ensured by lid and buoyancy-driven effects, respectively, whereas between these extremes, both mechanisms compete. Moreover, the addition of Cu-nanoparticles, into the pure water, has been seen enhancing and degrading heat transfer by lid and buoyancy-driven effects, respectively.
机译:通过用方程式求解完整的控制方程,对在一个装有铜水纳米流体的,盖驱动的矩形腔中,由于对流的流动和传热进行了研究,该矩形腔充满了铜水纳米流体,并沿垂直短边受到了均匀的热通量。有限体积法和SIMPLER算法。在细长的外壳中,通过使用平行流概念可以大大简化这些方程。已根据控制参数(即雷诺数,理查森数和纳米粒子的固体体积分数)获得了有关流场和温度场以及传热速率的解决方案。对于上述各种参数,两种方法的结果之间找到了完美的协议。已经证明,在低和高理查森数下,对流分别由盖和浮力驱动的效应来确保,而在这些极限之间,两种机制相互竞争。此外,已经看到将铜纳米颗粒添加到纯水中分别通过盖子和浮力驱动的作用增强和降低了热传递。

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