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Eulerian spatial and temporal autocorrelations: assessment of Taylor's hypothesis and a model

机译:欧拉西亚空间和时间自相关:评估泰勒的假设和模型

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摘要

We present measurements of Eulerian longitudinal velocity autocorrelations in homogeneous, isotropic, high-intensity (approximate to 9%) free-stream turbulence behind an active grid. Spatial correlations are measured using particle image velocimetry as well as with two-point hot-wire anemometry (HWA), while temporal correlations are measured using HWA. The temporal correlations are transformed into spatial correlations by using Taylor's frozen' hypothesis with both the mean as well as instantaneous velocities. A model relating Eulerian spatial and temporal autocorrelations is also used for this purpose. The differences from the measured spatial correlation resulting from the use of Taylor's hypothesis on the temporal correlation is quantified; even at this moderately high level of turbulent intensity, the result from the use of the instantaneous velocity as convection velocity is practically indistinguishable from that obtained using the mean velocity. Use of the model produces a good agreement between the estimates of the spatial correlation function. A relation between Eulerian spatial and temporal integral scales is also derived.
机译:我们在有源网格后面的均匀,各向同性,高强度(近似为9%)自由流湍流中呈现欧拉纵向速度自相关的测量。使用粒子图像速度和两个点热线风速测量(HWA)测量空间相关性,而使用HWA测量时间相关性。通过使用泰勒的冷冻的假设与平均值以及瞬时速度的假设转化为空间相关性。有关欧拉空间和时间自相关的模型也用于此目的。量化了由泰勒假设的测量的空间相关性的差异量化;即使在这种中等高水平的湍流强度下,也是使用瞬时速度作为对流速度的结果实际上与使用平均速度获得的那样。使用该模型在空间相关函数的估计之间产生良好的一致性。也导出了欧拉斯空间和时间积分尺度之间的关系。

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