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CIRCULATION OF VORTEX RINGS FORMED FROM TUBE AND ORIFICE OPENINGS

机译:由管和孔口形成的涡流环的循环

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Two common configurations for generating vortex rings via jet pulses are the tube and orifice geometries. The orifice geometry forces the flow to contract as it approaches the jet exit plane, which can strongly affect vorticity flux and the circulation of the resulting ring. The author's recent extension of the traditional slug model for vortex ring circulation (called the "pressure corrected" or PC model) accounts for the geometric differences between the tube and orifice cases, but model validation for the orifice geometry has been limited due to the lack of data for this configuration. The present study compares process of circulation generation by tube and orifice geometries using numerical simulations of finite duration jets from tube and orifice openings. Total jet slug length-to-diameter ratios (L/D) in the range of 0.5 to 3.5 and a jet Reynolds number of 2000 are considered. The numerical results confirm the underlying assumptions of the PC model. The model results for the tube geometry are within 14% of the numerical results. Incorporating the scaling of ring velocity with ejected jet length (X/D) obtained from the present numerical results improves the predictions for the orifice case, giving accuracy to within 20%. The overall geometry effect appears as a two-fold increase in circulation for the orifice case over the tube case at the same L/D.
机译:用于通过喷射脉冲产生涡流环的两种常见配置是管和孔的几何形状。孔的几何形状迫使流在接近射流出口平面时收缩,这会严重影响旋涡通量和所得环的循环。作者最近扩展了用于涡流环循环的传统段塞模型(称为“压力校正”或PC模型),以解释管和孔口情况之间的几何差异,但是由于缺乏孔口几何形状的模型验证受到限制此配置的数据。本研究使用管和节流孔的有限持续时间射流的数值模拟,比较了管和节流孔的几何形状产生循环的过程。总射流弹头长径比(L / D)在0.5到3.5之间,射流雷诺数为2000。数值结果证实了PC模型的基本假设。管几何形状的模型结果在数值结果的14%以内。将环速度的定标与从当前数值结果获得的喷射射流长度(X / D)结合起来,可以改善对孔口情况的预测,将精度提高到20%以内。在相同的L / D下,孔的大小比管子的大小增加了两倍,整体的几何效果似乎增加了。

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