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Pulsating turbulent pipe flow in the current dominated regime at high and very-high frequencies

机译:在高频和超高频下以当前主导状态脉动湍流管道

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The paper presents Direct Numerical Simulations of sinusoidal pulsating turbulent flow, at low bulk Reynolds numbers, with high frequency, in a straight pipe. Our objective is to study pulsating flow considering it as the superposition of a temporal unsteadiness on a mean current, and from this viewpoint, to decompose the flow in a mean and an oscillating part. Firstly, we examine the time-averaged statistics, which show that the parent flow retains its properties. Then, we analyze the oscillating part of the flow, and confirm the notion that for rapidly pulsating flow, the amplitude of the streamwise velocity and the phase lag at different radial locations follow the solution of the laminar Stokes problem. In addition, we find that the modulation of the turbulent fluctuations follows approximately the sinusoidal form of the imposed pulsation, and that the ratio of the frequency parameter to the amplitude of the streamwise velocity can be used as a scaling factor. We investigate the effects of the amplitude and the frequency of the imposed unsteadiness on the modulation of the time-averaged properties and the turbulence statistics, through a systematic analysis. Finally, we examine the time evolution of the mean velocity and the turbulent fluctuations. These results indicate that a lower limit for the high frequency regime can be identified, based on the level of conformity of the phase-averaged profiles on their steady-state counterparts. For very high frequencies, we find that that the flow behavior does not change, indicating the absence of an upper limit for the high frequency regime. (C) 2016 Elsevier Inc. All rights reserved.
机译:本文提出了在直管中以低体积雷诺数,高频具有高频率的正弦脉动湍流的直接数值模拟。我们的目标是研究脉动流,将其视为平均电流上的时间不稳定性的叠加,并从这个角度出发,分解均值和振荡部分中的流。首先,我们检查时间平均统计数据,该统计数据表明父流保留其属性。然后,我们分析了流动的振荡部分,并确认了对于快速脉动流动的概念,即在不同径向位置处的流向速度幅值和相位滞后遵循层流斯托克斯问题的解决方案。此外,我们发现湍流波动的调制近似遵循所施加脉动的正弦形式,并且频率参数与流向速度幅度的比率可以用作比例因子。我们通过系统分析来研究振幅和频率的不稳定性对时间平均特性和湍流统计的调制的影响。最后,我们研究了平均速度和湍流涨落的时间演化。这些结果表明,基于相位平均轮廓在其稳态对应物上的一致性水平,可以确定高频范围的下限。对于非常高的频率,我们发现流动行为不会改变,这表明没有针对高频状态的上限。 (C)2016 Elsevier Inc.保留所有权利。

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