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Effects of the computational domain size on direct numerical simulations of Taylor-Couette turbulence with stationary outer cylinder

机译:计算域大小对直接数值模拟的影响   Taylor-Couette湍流与静止外圆柱的关系

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摘要

In search for the cheapest but still reliable numerical simulation, asystematic study on the effect of the computational domain ("box") size ondirect numerical simulations of Taylor-Couette flow was performed. Four boxes,with varying azimuthal and axial extents were used. The radius ratio betweenthe inner cylinder and the outer cylinder was fixed to $\eta=r_i/r_o=0.909$,and the outer was kept stationary, while the inner rotated at a Reynolds number$Re_i=10^5$. Profiles of mean and fluctuation velocities are compared, as wellas autocorrelations and velocity spectra. The smallest box is found toaccurately reproduce the torque and mean azimuthal velocity profiles of largerboxes, while having smaller values of the fluctuations than the larger boxes.The axial extent of the box directly reflects on the Taylor-rolls and plays acrucial role on the correlations and spectra. The azimuthal extent is alsofound to play a significant role, as larger boxes allow for azimuthal wave-likepatterns in the Taylor rolls to develop, which affects the statistics in thebulk region. For all boxes studied, the spectra does not reach a boxindependent maximum.
机译:为了寻找最便宜但仍可靠的数值模拟,对计算域(“盒子”)大小对泰勒-库埃特流直接数值模拟的影响进行了系统的研究。使用了四个具有不同方位角和轴向范围的盒子。内圆柱体与外圆柱体之间的半径比固定为$ \ eta = r_i / r_o = 0.909 $,外圆柱体保持静止,而内圆柱体以雷诺数$ Re_i = 10 ^ 5 $旋转。比较平均速度和波动速度的分布图,以及自相关和速度谱。发现最小的盒子可以准确地再现大盒子的扭矩和平均方位角速度曲线,而波动幅度小于大盒子。盒子的轴向范围直接反映在泰勒辊上,并且在相关性和光谱。还发现方位角范围也起着重要作用,因为较大的盒子允许泰勒卷中的方位角波状图案发展,从而影响了大块区域的统计。对于所有研究的盒子,光谱均未达到与盒子无关的最大值。

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