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Coherent structures in turbulent square duct flow

机译:方管湍流中的相干结构

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The current work investigates coherent structures in a direct numerical simulation of turbulent flow in a square duct at a Reynolds number of 3800. The flow is investigated using proper orthogonal decomposition (POD). The higher order POD modes reveal corner structures spanning a wide range of scales, supporting the hypothesis that the secondary motions are composed of a superposition of contributions from instantaneous organized motions of different scales. The lower order POD modes are identified as representing the turbulence coherent structures. The streamwise evolution of the structures is investigated using conditional modes, which resolve structures similar to the large-scale motions found in other wall-bounded turbulent flows. These large-scale structures have a streamwise lengthO(5−8h),similar to what has been observed experimentally and numerically in circular pipe flow. The evolution is characterized by a wall-normal growth followed by a wall-detachment, after which the transition to a new structure occurs. It appears that there is a transition between a symmetric and anti-symmetric mode, resulting in in-phase and out-of-phase motions at the opposing walls.
机译:当前的工作是在雷诺数为3800的方管中湍流的直接数值模拟中研究相干结构。使用适当的正交分解(POD)来研究流。较高阶的POD模式揭示了跨越各种比例尺的角结构,支持以下假设:次要运动由不同比例尺的瞬时有组织运动的贡献叠加而成。较低阶的POD模式被标识为代表湍流相干结构。使用条件模式研究了结构的流向演化,该条件模式可解析类似于在其他以壁为边界的湍流中发现的大规模运动的结构。这些大型结构的流向长度为O(5-8h),类似于在圆形管道流中的实验和数值观察。演化的特征是壁正常生长,然后壁脱离,此后发生向新结构的过渡。似乎在对称模式和反对称模式之间存在过渡,导致在相对的壁上发生同相和异相运动。

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