自由湍流中速度空间相关张量的表示

Philippe Druault, Joël Delville
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引用次数: 3

摘要

从有限参考位置的实验数据出发,提出了一种估算任意网格上速度的两点空间相关张量的新方法。首先,使用Gram-Charlier展开在参考点之间插值该张量。其次,利用适当的正交分解特性,将该张量外推到比实验张量更大的网格上。最后给出了该方法在湍流平面混合层实验数据中的应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Représentation du tenseur de corrélation spatiale de vitesse en écoulements turbulents libres

From experimental data obtained at a limited number of reference locations, a new method permitting to estimate the two-point spatial correlation tensor of the velocity on any mesh is presented. Firstly, a Gram-Charlier expansion is used to interpolate this tensor between reference points. Secondly, by using Proper Orthogonal Decomposition properties, this tensor is extrapolated on a larger mesh than the experimental one. An application of this procedure based on experimental turbulent plane mixing layer data is then shown.

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