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首页> 外文期刊>Proceedings of the institution of mechanical engineers >Transient mixed convection in a two-sided lid-driven differentially heated square cavity utilizing nanofluids
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Transient mixed convection in a two-sided lid-driven differentially heated square cavity utilizing nanofluids

机译:利用纳米流体在两侧盖驱动的差热方腔中的瞬态混合对流

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Transient behaviour of mixed convection inside a two-sided lid-driven differentially heated square cavity filled with nanofluids is investigated numerically to gain insight into con-vective recirculation and flow processes evolved with time. A model is developed to analyse the behaviour of nanofluids taking into account the solid volume fraction (X). The transport equations are solved numerically using the finite volume approach and a SIMPLE algorithm on a non-staggered grid with deferred QUICK scheme. Comparisons with previously published work are performed and found to be in excellent agreement. The solution procedure is moved with small values of τ so that a transient behaviour can be captured. Richardson number, Ri = Gr/Re~2, a measure of relative importance of natural and forced convection modes on the heat transfer, is taken as 1 so that the phenomena of mixed convection can be understood effectively. Copper-water nanofluid is used with Pr = 6.2 and solid volume fraction is varied as 0.0, 0.08, and 0.16. Detailed results are presented for streamline and isotherm patterns. A comparison of average Nusselt number shows that heat transfer is more in the case of X = 0.16. The present study focuses on the transient analysis of several parameters on the heat transfer characteristics of nanofluids within the enclosure.
机译:数值研究了充满纳米流体的两侧盖驱动的差热方腔内混合对流的瞬态行为,以深入了解对流再循环和随时间演变的流动过程。考虑固体体积分数(X),开发了一个模型来分析纳米流体的行为。使用有限体积方法和SIMPLE算法在带延迟QUICK方案的非交错网格上以数值方式求解运输方程。与以前发表的作品进行了比较,发现非常吻合。以较小的τ值移动求解过程,以便可以捕获瞬态行为。理查森数Ri = Gr / Re〜2,即自然对流模式和强制对流模式对传热的相对重要性的量度为1,以便可以有效地理解混合对流现象。使用铜-水纳米流体,Pr = 6.2,固体体积分数变化为0.0、0.08和0.16。给出了有关精简和等温线模式的详细结果。平均努塞尔数的比较表明,在X = 0.16的情况下,传热更多。本研究集中在对外壳内纳米流体的传热特性的几个参数进行瞬态分析。

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