带状流中的反向级联

Siddhant Mishra, Anikesh Pal
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引用次数: 0

摘要

类木行星上的带状风在管理云动力学、动量传输、标量和天气模式方面发挥着重要作用。因此,了解带状流的演变及其可持续性至关重要。根据对二维(2D)$\beta$平面设置的研究,人们认为带状流在中间尺度上是通过气压不稳定性强迫形成的,反向级联导致能量向大尺度转移。然而,这种过程是否存在于三维(3D)深对流系统中,仍然是一个具有挑战性的开放问题。为了探索可能的答案,我们在地球物理学上有趣的Ra=$$10^{12}$、Ek=$$10^{-6}$、$10^{-7}$和$10^{-8}$制度下,在横向旋转的雷利-布恩对流设置中进行了大涡度模拟,发现了通过浮力和逆级联的自然强迫的存在。扰动动能预算分析和频谱空间评估结果证实了混沌中产生了强平均流。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Inverse cascade in zonal flows
Zonal winds on Jovian planets play an important role in governing the cloud dynamics, transport of momentum, scalars, and weather patterns. Therefore, it is crucial to understand the evolution of the zonal flows and their sustainability. Based on studies in two-dimensional (2D) $\beta$ plane setups, zonal flow is believed to be forced at the intermediate scale via baroclinic instabilities, and the inverse cascade leads to the transfer of energy to large scales. However, whether such a process exists in three-dimensional (3D) deep convection systems remains an open and challenging question. To explore a possible answer, we perform Large Eddy Simulations at the geophysically interesting regime of $Ra=$$10^{12}$, $Ek=$$10^{-6}$,$10^{-7}$ and $10^{-8}$ in horizontally rotating Rayleigh-B\'enard convection setup and discover the existence of natural forcing through buoyancy and inverse cascade. The turbulent kinetic energy budget analysis and the spectral space assessment of the results corroborate the emanation of a strong mean flow from chaos.
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