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首页> 外文期刊>Journal of Fluid Science and Technology >Resolvent analysis of turbulent channel flow with manipulated mean velocity profile
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Resolvent analysis of turbulent channel flow with manipulated mean velocity profile

机译:操纵平均速度曲线的湍流通道流分辨率分析

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Using the resolvent analysis, we investigate how the near-wall mode primarily responsible for the friction drag is amplified or suppressed depending on the shape of the mean velocity profile of a turbulent channel flow. Following the recent finding by Kuhnen et al. (2018), who modified the mean velocity profile to be flatter and attained¨ significant drag reduction, we introduce two types of artificially flattened turbulent mean velocity profiles: one is based on the turbulent viscosity model proposed by Reynolds and Tiederman (1967), and the other is based on the mean velocity profile of laminar flow. A special care is taken so that both the bulk and friction Reynolds numbers are unchanged, whereby only the effect of change in the mean velocity profile can be studied. These mean velocity profiles are used as the base flow in the resolvent analysis, and the response of the wavenumber-frequency mode corresponding to the near-wall coherent structure is assessed via the change in the singular value (i.e., amplification rate). The flatness of the modified mean velocity profiles is quantified by three different measures. In general, the flatter mean velocity profiles are found to result in significant suppression of near-wall mode. Further, increasing the mean velocity gradient in the very vicinity of the wall is found to have a significant importance for the suppression of near-wall mode through mitigation of the critical layer.
机译:使用解析分析,我们研究了如何根据湍流通道流的平均速度曲线的形状来放大或抑制主要负责摩擦拖曳的近壁模式。在kuhnen等人最近的发现之后。 (2018),修改了平均速度曲线的平均速度且达到了显着的阻力,我们介绍了两种类型的人工平坦的湍流平均速度曲线:一个是基于雷诺兹和Tiederman(1967)提出的湍流粘度模型,另一个基于层流的平均速度曲线。采取特殊的小心,以便散装和摩擦雷诺数不变,从而可以研究平均速度分布的变化的效果。这些平均速度分布用作分辨性分析中的基础流动,并且通过奇异值(即扩增率)的变化来评估对应于靠近壁相干结构的波数频率模式的响应。改性平均速度谱的平坦度通过三种不同的措施量化。通常,发现更平坦的平均速度轮廓导致近壁模式的显着抑制。此外,发现在壁附近增加平均速度梯度对于通过减轻临界层的抑制近壁模式具有重要意义。

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