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Numerical investigation of flow past 17-cylinder array of square cylinders

机译:方形圆柱17缸阵列流过的数值研究

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In this work, flow past 17-cylinder array is simulated using the two-dimensional lattice Boltzmann method. Effect of gap spacings (0.5 ≤ gx* ≤ 3, 0.5 ≤ gy* ≤ 3) and Reynolds number (Re = 75 - 150) is analyzed in details. Results are presented in the form of vorticity contours plots, time-histories of drag and lift coefficients and power spectrum of lift coefficient. Six distinct flow regimes are identified for different gap spacings and Reynolds numbers: steady flow regime, single bluff body flow regime, non-fully developed flow regime, chaotic flow regime, quasi-periodic-I flow regime and quasi-periodic-II flow regime. Chaotic flow regime is the mostly observed flow regime while the single bluff body flow regime rarely occurs for this configuration. It is observed that drag force along each cylinder in 17-cylinder array decreases in the streamwise direction for fixed Reynold number and gap spacing. C1 and C2 cylinders experience the maximum drag at small gap spacing and Reynolds number. Also the Reynolds number is found to be more effective on flow characteristics as compared to gap spacings.
机译:在这项工作中,使用二维格子Boltzmann方法模拟了经过17缸阵列的流动。详细分析了间隙间距(0.5≤g x *≤3,0.5≤g y *≤3)和雷诺数(Re = 75-150)的影响。结果以涡度等高线图,阻力和升力系数的时间历史以及升力系数的功率谱的形式表示。针对不同的间隙间距和雷诺数,确定了六个不同的流动状态:稳定流动状态,单钝体流动状态,未完全发展的流动状态,混沌流动状态,准周期I流动状态和准周期II流动状态。混沌流态是最常观察到的流态,而单虚张声体流态很少出现这种配置。可以看出,对于固定的雷诺数和间隙间距,沿17缸阵列中的每个缸的阻力沿流向减小。 C 1 和C 2 圆柱体在较小的间隙间距和雷诺数下承受最大阻力。而且发现与间隙间距相比,雷诺数对流动特性更有效。

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