首页> 外文期刊>Proceedings of the National Academy of Sciences, India >On Neutral and Unstable Modes and on the Role of Reynolds Stress in the Stability Problem of Density Stratified Shear Flows in Channels with Variable Bottom
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On Neutral and Unstable Modes and on the Role of Reynolds Stress in the Stability Problem of Density Stratified Shear Flows in Channels with Variable Bottom

机译:中性与不稳定模态及雷诺应力在变底河道密度分层剪切流稳定性问题中的作用

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abstract_textpThe stability problem of inviscid incompressible stratified shear flows in sea straits of arbitrary cross sections is formulated without the Boussinesq approximation. Series solutions of the stability equation are found by the method of Frobenius and these solutions are used to study the existence of neutral modes when the Richardson number is larger than one quarter. The energy aspect of the problem is studied by discussing the role of the Reynolds stress and its variation in the vertical direction for both unstable modes and neutral modes adjacent to the unstable modes. The interfacial conditions at layers of discontinuity of the basic velocity, density or topography are derived and these are used in the study of instability of two examples of basic flows./p/abstract_text
机译:在任意截面的海域中,不粘性不可压缩层状剪切流的稳定性问题在没有Boussinesq近似的情况下得到了公式的阐述.通过Frobenius方法求出稳定性方程的级数解,并利用这些解来研究Richardson数大于1/4时中性模态的存在。通过讨论雷诺应力的作用及其在不稳定模态和与不稳定模态相邻的中性模态在垂直方向上的变化,研究了该问题的能量方面。推导了基本速度、密度或形貌不连续层的界面条件,并将其用于研究两个基本流的不稳定性。

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