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首页> 外文期刊>Journal of Fluid Mechanics >Three-dimensional visualization of the interaction of a vortex ring with a stratified interface
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Three-dimensional visualization of the interaction of a vortex ring with a stratified interface

机译:具有分层界面的涡旋环的相互作用的三维可视化

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The study of vortex-ring-induced stratified mixing has long played a key role in understanding externally forced stratified turbulent mixing. While several studies have investigated the dynamical evolution of such a system, this study presents an experimental investigation of the mechanical evolution of these vortex rings, including the stratification-modified three-dimensional instability. The aim of this paper is to understand how vortex rings induce mixing of the density field. We begin with a discussion of the Reynolds and Richardson number dependence of the vortex-ring interaction using two-dimensional particle image velocimetry measurements. Then, through the use of modern imaging techniques, we reconstruct from an experiment the full three-dimensional time-resolved velocity field of a vortex ring interacting with a stratified interface. This work agrees with many of the previous two-dimensional experimental studies, while providing insight into the three-dimensional instabilities of the system. Observations indicate that the three-dimensional instability has a similar wavenumber to that found for the unstratified vortex-ring instability at later times. We determine that the time scale associated with this instability growth has an inverse Richardson number dependence. Thus, the time scale associated with the instability is different from the time scale of interface recovery, possibly explaining the significant drop in mixing efficiency at low Richardson numbers. The structure of the underlying instability is a simple displacement mode of the vorticity field.
机译:涡旋环诱导的分层混合的研究长期以来在理解外部强制分层湍流混合方面发挥了关键作用。虽然几项研究已经调查了这种系统的动态演化,但本研究提出了对这些涡旋环的机械演变的实验研究,包括分层改性的三维不稳定性。本文的目的是了解涡旋环如何诱导密度场的混合。我们首先使用二维粒子图像速度测量来讨论雷诺和Richardson编号依赖性的涡旋环相互作用。然后,通过使用现代成像技术,我们从实验重建了涡旋环的全三维时间分辨速度场与分层界面相互作用。这项工作与许多先前的二维实验研究同意,同时提供了深入了解系统的三维稳定性。观察结果表明,三维不稳定性具有类似的波数,以便在以后的时间内为未加工的涡旋环不稳定而发现。我们确定与这种不稳定增长相关的时间尺度具有反向理查森数量的依赖性。因此,与不稳定性相关的时间尺度与接口恢复的时间量表不同,可能解释在低理查森数字处的混合效率的显着下降。底层不稳定性的结构是涡流场的简单位移模式。

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