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首页> 外文期刊>Bulletin of the American Physical Society >APS -70th Annual Meeting of the APS Division of Fluid Dynamics- Event - Statistical State Dynamics Based Study of the Role of Nonlinearity in the Maintenance of Turbulence in Couette Flow
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APS -70th Annual Meeting of the APS Division of Fluid Dynamics- Event - Statistical State Dynamics Based Study of the Role of Nonlinearity in the Maintenance of Turbulence in Couette Flow

机译:APS-流体动力学APS部门第70届年会-事件-基于统计状态动力学的非线性在Couette流维持湍流中的作用研究

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While linear non-normality underlies the mechanism of energy transfer from the externally driven flow to the perturbation field, nonlinearity is also known to play an essential role in sustaining turbulence. We report a study based on the statistical state dynamics of Couette flow turbulence with the goal of better understanding the role of nonlinearity in sustaining turbulence. The statistical state dynamics implementations used are ensemble closures at second order in a cumulant expansion of the Navier-Stokes equations in which the averaging operator is the streamwise mean. Two fundamentally non-normal mechanisms potentially contributing to maintaining the second cumulant are identified. These are essentially parametric perturbation growth arising from interaction of the perturbations with the fluctuating mean flow and transient growth of perturbations arising from nonlinear interaction between components of the perturbation field. By the method of selectively including these mechanisms parametric growth is found to maintain the perturbation field in the turbulent state while the more commonly invoked mechanism associated with transient growth of perturbations arising from scattering by nonlinear interaction is found to suppress perturbation variance.
机译:线性非正态性是能量从外部驱动流传递到微扰场的基础,而非线性也被认为在维持湍流中起着至关重要的作用。我们报告了一项基于Couette流湍流统计状态动态的研究,目的是更好地了解非线性在维持湍流中的作用。所使用的统计状态动力学实现是在Navier-Stokes方程的累积扩展中,二阶的整体闭包,其中平均算子是流向均值。确定了两个潜在地有助于维持第二累积量的根本非正常机制。这些本质上是参数扰动的增长,它是由扰动与波动的平均流量的相互作用引起的,以及由扰动场的各个分量之间的非线性相互作用引起的扰动的瞬时增长。通过选择性地包括这些机制的方法,发现参数增长可将扰动场保持在湍流状态,而发现与更广泛调用的机制相关的机制是,扰动由非线性相互作用引起的散射引起的瞬态增长会抑制扰动方差。

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