波纹湍流的结构化输入-输出分析

T. Mushtaq, M. Luhar, Maziar S. Hemati
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引用次数: 1

摘要

本文应用结构化输入输出(I/O)方法对波纹上的湍流通道流动进行了分析。结构化I/O为计算Navier-Stokes方程中的非线性项提供了一个降低复杂性的框架,因此在分析非线性流时,比相关的线性I/O和基于解析的分析技术提供了更大程度的保密性。我们表明,结构化I/O能够预测与非线性流动物理相关的I/O增益,以及揭示驱动波纹湍流的潜在不稳定性机制的相关模式。特别是,我们表明结构化I/O分析突出了与湍流通道流动模型的抬升机制、托尔曼-施里希廷波和开尔文-亥姆霍兹型涡相关的主要不稳定性。这些不稳定性的相关波数与之前DNS研究的结果在物理上是一致的。此外,我们表明,在本研究中分析的矩形和三角形条纹最小化了近壁周期的I/O增益,导致出现了新的较小规模的结构,这在以前的DNS研究中得到了强调。结果和发现报告和讨论了𝑅𝑒的湍流通道流动的平滑壁和矩形和三角形条纹图案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Structured Input-Output Analysis of Turbulent Flows over Riblets
This paper applies structured input-output (I/O) methods to analyze turbulent channel flows over riblets. Structured I/O provides a reduced-complexity framework for accounting for the nonlinear terms in the Navier-Stokes equations, thus providing a greater degree of fidelity in the analysis of nonlinear flows than the related linear I/O and resolvent-based analysis techniques. We show that structured I/O is capable of predicting I/O gains relevant to the nonlinear flow physics as well as the associated modes that reveal the underlying instability mechanisms driving turbulent flows over riblets. Particularly, we show that the structured I/O analysis highlights dominant instabilities associated with the lift-up mechanism, Tollmien-Schlichting waves, and Kelvin-Helmholtz-type vortices for the turbulent channel flow model. The associated wavenumbers identified for these instabilities are physically consistent with the results found in prior DNS studies. Furthermore, we show that the rectangular and triangular riblets analyzed in this study minimize the I/O gains of the near-wall cycle, leading to the emergence of new smaller-scale structures that have been highlighted in previous DNS studies. Results and findings are reported and discussed for turbulent channel flows at 𝑅𝑒 𝜏 = 180 with smooth-walls and both rectangular and triangular riblet patterning.
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