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Rayleigh–Taylor and Richtmyer–Meshkov instability induced flow, turbulence, and mixing. I

机译:Rayleigh-Taylor和Richtmyer-Meshkov不稳定诱导流动,湍流和混合。 一世

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AbstractRayleigh–Taylor (RT) and Richtmyer–Meshkov (RM) instabilities play an important role in a wide range of engineering, geophysical, and astrophysical flows. They represent a triggering event that, in many cases, leads to large-scale turbulent mixing. Much effort has been expended over the past 140 years, beginning with the seminal work of Lord Rayleigh, to predict the evolution of the instabilities and of the instability-induced mixing layers. The objective of Part I of this review is to provide the basic properties of the flow, turbulence, and mixing induced by RT, RM, and Kelvin–Helmholtz (KH) instabilities. Historical efforts to study these instabilities are briefly reviewed, and the significance of these instabilities is discussed for a variety of flows, particularly for astrophysical flows and for the case of inertial confinement fusion. Early experimental efforts are described, and analytical attempts to model the linear, and nonlinear regimes of these mixing layers are examined. These analytical efforts include models for both single-mode and multi-mode initial conditions, as well as multi-scale models to describe the evolution. Comparisons of these models and theories to experimental and simulation studies are then presented. Next, attention is paid to the issue of the influence of stabilizing mechanisms (e.g., viscosity, surface tension, and diffuse interface) on the evolution of these instabilities, as well as the limitations and successes of numerical methods. Efforts to study these instabilities and mixing layers using group-theoretic ideas, as well as more formal notions of turbulence cascade processes during the later stages of the induced mixing layers, are inspe
机译:摘要不稳定性在广泛的工程、地球物理和天体物理流动中起着重要作用。它们代表了一个触发事件,在许多情况下,会导致大规模湍流混合。从瑞利勋爵的开创性工作开始,在过去140年里,人们花费了大量精力来预测不稳定性和由不稳定性引起的混合层的演化。本综述第一部分的目的是提供RT、RM和开尔文-亥姆霍兹(KH)不稳定性引起的流动、湍流和混合的基本特性。简要回顾了研究这些不稳定性的历史努力,并讨论了这些不稳定性对各种流动的意义,特别是对于天体物理流动和惯性约束聚变的情况。本文描述了早期的实验工作,并对模拟这些混合层的线性和非线性状态进行了分析尝试。这些分析工作包括单模和多模初始条件的模型,以及描述演变的多尺度模型。然后将这些模型和理论与实验和模拟研究进行了比较。接下来,关注稳定机制(例如粘度、表面张力和扩散界面)对这些不稳定性演化的影响问题,以及数值方法的局限性和成功之处。利用群论思想以及诱导混合层后期湍流级联过程的更正式概念来研究这些不稳定性和混合层的工作正在进行中

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