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arXiv 1802.00845physics.flu-dyn
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盒体Turbulence大涡模拟中的周期轨道

Periodic orbits in Large Eddy Simulation of Box Turbulence

Lennaert van Veen, Alberto Vela Martin, Genta Kawahara, Tatsuya Yasuda

摘要:

我们描述和比较两个时间周期性的流动嵌入在大涡模拟(LES)的湍流在一个三维的,周期性的域受到恒定的外部强迫。这些流动之一模拟了Yasuda等人在该几何结构中观察到的大尺度结构的再生({ \sl Fluid Dyn. Res.} { \bf 46},061413,2014),其使用较小的LES滤波器长度,并因此获得相干运动的尺度的较大分离。我们推测的可行性建模的再生动力学与时间周期的解决方案,在这样的流量,这可能需要新的技术来处理极端病态的相关边界值问题。

英文摘要:

We describe and compare two time-periodic flows embedded in Large Eddy Simulation (LES) of turbulence in a three-dimensional, periodic domain subject to constant external forcing. One of these flows models the regeneration of large-scale structures that was observed in this geometry by Yasuda et al. ({\sl Fluid Dyn. Res.} {\bf 46}, 061413, 2014), who used a smaller LES filter length and thus obtained a greater separation of scales of coherent motion. We speculate on the feasibility of modelling the regenerative dynamics with time-periodic solutions in such a flow, which may require novel techniques to deal with the extreme ill-conditioning of the associated boundary value problems.

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