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Flow phenomena in the very near wake of a flat plate with a circular trailing edge

机译:具有圆形后缘的平板非常接近尾流时的流动现象

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摘要

The very near wake of a flat plate with a circular trailing edge, exhibiting pronounced shedding of wake vortices, is investigated with data from direct numerical simulations (DNSs). Computations were performed for two cases. In the first case the Reynolds numbers based on plate length and thickness were 1:255 × 10~6 and 1:0 × 10~4, respectively. In the second case the two Reynolds numbers were 3:025 × 10~5 and 5:0 × 10~3, respectively. The separating boundary layers are turbulent and statistically identical thus resulting in a wake that is symmetric in the mean. The focus here is on the instability of the detached shear layers and the evolution of rib-vortex-induced localized regions of reverse flow. These regions detach from the main body of reverse flow in the trailing edge region and are convected downstream. The detached shear layers intermittently exhibit unstable behaviour, sometimes resulting in the development of shear-layer vortices as seen in earlier cylinder flow investigations with laminar separating boundary layers. Only a small fraction of the separated turbulent boundary layer experiences this instability, and also rolls up into the initial shed vortices. The instability causes a broadband peak in pressure spectra computed within the shear layers. Phase-averaged intensity and shear stress distributions of the randomly fluctuating component of velocity in the very near wake are also provided here and compared with those obtained in the near wake. The distributions of the production terms in the transport equations for the turbulent stresses are also provided.
机译:使用直接数值模拟(DNS)的数据研究了具有圆形后缘的平板的非常近的尾流,尾流涡流明显消失。对两种情况进行了计算。在第一种情况下,基于板长和板厚的雷诺数分别为1:255×10〜6和1:0×10〜4。在第二种情况下,两个雷诺数分别为3:025×10〜5和5:0×10〜3。分离的边界层是湍流的,并且在统计上是相同的,因此导致均值对称的尾流。这里的重点是分离的剪切层的不稳定性和肋涡旋引起的逆流局部区域的演变。这些区域在后缘区域中与逆流主体分离并向下游对流。分离的剪切层间歇地表现出不稳定的行为,有时会导致剪切层涡旋的发展,这在较早的层流分离边界层的圆柱流研究中可以看到。分离的湍流边界层中只有一小部分经历了这种不稳定性,并且还卷成初始的脱落涡。不稳定会在剪切层内计算出的压力谱中出现宽带峰。这里还提供了在近尾流中速度的随机波动分量的相均强度和切应力分布,并将其与在近尾流中获得的相比较。还提供了运输方程中湍流应力的生产项的分布。

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