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Lagrangian statistics of turbulent channel flow at Reτ = 950 calculated with direct numerical simulation and Langevin models

机译:用直接数值模拟和Langevin模型计算的Reτ= 950时湍流通道的拉格朗日统计

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We present results of Lagrangian statistical quantities for direct numerical simulation (DNS) of turbulent channel flow at Reynolds number Reτ = 950 based on shear velocity and channel half-height. Attention is focused on time correlations of fluid particle velocity and on the wall-normal diffusivity as a function of the wall-normal distance. Away from the wall region the DNS results compare favorably with the results of recent statistical models based on Kolmogorov theory and Onsager symmetry relations. It is found that a value for the Kolmogorov constant of C0 = 6 gives optimal agreement between DNS results and results of the statistical models for all quantities considered.
机译:我们基于切变速度和通道半高,给出了雷诺数Reτ= 950时湍流通道流动的直接数值模拟(DNS)的拉格朗日统计量的结果。注意集中在流体粒子速度的时间相关性和壁-法线扩散率作为壁-法线距离的函数。除了墙壁以外,DNS结果与基于Kolmogorov理论和Onsager对称关系的最新统计模型的结果相比具有优势。发现对于所有考虑的数量,Kolmogorov常数C0 = 6的值在DNS结果与统计模型结果之间提供了最佳的一致性。

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