在低雷诺数条件下流经串联布置的两个菱形截面气缸

Shravan Kumar Mishra, Subhankar Sen
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摘要

在雷诺数为 100 的条件下,分析了围绕两个固定菱形圆柱体的不稳定流,归一化中心与中心间距比为 2-15。通过分析瞬时涡度轮廓、再循环长度变化、表面压力和圆柱体的流体压力,发现归一化临界间距值为 3.4。在临界间距以下的再附着区,来自上游(UC)和下游(DC)气缸的涡流剪切是反相的。在临界间距处,UC 也开始产生有规律的涡流剪切,而来自圆柱体的涡流剪切首次实现了相位同步。对临界间距处的涡旋逸散周期进行分析后发现,圆柱体逸散涡旋的频率相同,但有时间延迟。从 UC 甩出的涡流撞击直流,增强了直流周围的涡度,并将其前方停滞点的瞬时位置从前缘移开。停滞点的位置决定着升力的方向和大小,这一认识来自于对临界缝隙处气流的分析。当停滞点所包围的表面大部分为负涡度时,瞬时升力为负,反之亦然。在临界间隙处,平均流线首次显示出直流前向停滞点出现了反气流。在整个气缸间距范围内,发现了九种不同的分离拓扑模式。在临界间距以下,压力阻力和粘性阻力分量以及直流的总阻力都是负的或上游作用的。
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Flow past two diamond-section cylinders in tandem arrangement at a low Reynolds number
The unsteady flow surrounding two fixed diamond cylinders is analyzed at Reynolds number 100 over normalized center-to-center spacing ratios 2−15. By analyzing the contours of instantaneous vorticity, variations of recirculation length, surface pressure, and fluid forcing of cylinders, the value of normalized critical spacing is found to be 3.4. In the reattachment zone below critical spacing, vortex-shedding from the upstream (UC) and downstream (DC) cylinders is anti-phase. At the critical spacing, regular vortex-shedding commences also from the UC, and vortex-shedding from the cylinders becomes phase synchronized for the first time. The analysis of a vortex-shedding cycle at the critical spacing reveals that the cylinders shed vortices at the same frequency, but with a time delay. Impingement of vortices shed from the UC on the DC strengthens vorticity around the DC and shifts the instantaneous position of its forward stagnation point from the leading edge. The understanding that locations of stagnation points govern the direction and magnitude of lift force comes from the analysis of flow at the critical gap. When the surface bounded by stagnation points is occupied mostly with negative vorticity, the instantaneous lift is negative and vice versa. At critical spacing, mean streamlines show the emergence of an anti-wake at forward stagnation point of the DC for the first time. Over the entire range of cylinder separation, nine distinct patterns of separation topologies are identified. Below critical spacing, both pressure and viscous drag components, and hence, total drag of the DC are negative or upstream-acting.
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