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Two-dimensional mixed convection heat transfer from confined tandem square cylinders in cross-flow at low Reynolds numbers

机译:低雷诺数下交叉流中有限串联方形圆柱的二维混合对流传热

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摘要

A two-dimensional numerical simulation is carried out to understand the effects of thermal buoyancy and Prandtl number on flow characteristics and mixed convection heat transfer over two equal isothermal square cylinders placed in a tandem arrangement within a channel at low Reynolds numbers. The spacing between the cylinders is fixed with four widths of the cylinder. The numerical results are presented for the range of conditions as: 1 ≤Re≤30,0.7 ≤Pr≤ 100 (the maximum value of Peclet number being 3000) and 0≤Ri≤ 1 for a fixed blockage parameter 8 = 10%. The unsteady numerical simulations are performed with a finite volume code based on the P1S0 algorithm in a collocated grid system. The representative streamlines, vortex structures and isotherm patterns are presented and discussed. In addition, the overall drag and lift coefficients, recirculation length and average Nusselt numbers are determined to elucidate the role of Reynolds, Prandtl and Richardson numbers on flow and heat transfer. It is found that the flow is completely steady for the chosen ranges of the parameters.
机译:进行了二维数值模拟,以了解热浮力和普朗特数对在低雷诺数下以串联方式布置在两个串联的等温方形圆柱上的流动特性和混合对流换热的影响。圆柱体之间的间距固定为圆柱体的四个宽度。对于以下条件范围给出了数值结果:1≤Re≤30,0.7≤Pr≤100(派克雷特数的最大值为3000),固定阻塞参数8 = 10%时0≤Ri≤1。在并置网格系统中,使用基于P1S0算法的有限体积代码执行非稳态数值模拟。代表性的流线,涡旋结构和等温线模式进行了介绍和讨论。此外,确定了总的阻力和升力系数,再循环长度和平均努塞尔数,以阐明雷诺兹数,普朗特数和理查森数对流动和传热的作用。发现在所选参数范围内流量完全稳定。

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