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首页> 外文期刊>Scientific reports. >Experimental investigation of the dynamic cavitation behavior and wall static pressure characteristics through convergence-divergence venturis with various divergence angles
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Experimental investigation of the dynamic cavitation behavior and wall static pressure characteristics through convergence-divergence venturis with various divergence angles

机译:通过各种分解角度通过收敛性分发Venturis进行动态空化行为和壁静压特性的实验研究

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摘要

As a highly efficient and energy-saving cavitation method, Venturi cavitation is widely used in many industrial fields. This study synchronously investigated the cavity behavior and its corresponding wall static pressure characteristics in Venturi channels with various divergence angles to research the role of the divergence angle in cavity shape and the wall static pressure oscillation. Five rectangular Venturi channels with different divergence angles (4°, 6°, 8°, 10°, and 12°) were tested at the cavitation number (0.3–1.0). Based on the dynamic behaviour of gas–liquid interface, three cavity shedding types were identified: front shedding (I), central shedding (II) and tail shedding (III). A modified correlation for predicting average cavity length was proposed with the consideration of the effect of the divergence angle. Combined with the wall static pressure characteristics, as the divergence angle increased, the wall static pressure fluctuation in the Venturi became more intense. According to the wall static pressure oscillation characteristics, for the larger divergence angles (θ?=?6°, 8°, 10° and 12°), the wall static pressure oscillation frequency was the same as the cavity shedding frequency and increased with the increase of the divergence angle. For smaller divergence angle (θ?=?4°), no definite periodicity in pressure oscillation frequency could be observed.
机译:作为一种高效节能的空化方法,文丘里空化被广泛用于许多工业领域。该研究同时研究了文丘里通道中的腔行为及其相应的壁静压特性,具有各种发散角度,以研究分歧角在腔体形状和壁静压振荡中的作用。在空化数(0.3-1.0)上测试五个具有不同偏见角(4°,6°,8°,10°,10°)的矩形Venturi通道(4°,6°,8°,10°)。基于气液界面的动态行为,确定了三种腔脱落类型:前脱落(I),中央脱落(II)和尾流(III)。提出了对预测平均腔长度的修改相关性,考虑了发散角的影响。结合壁静压特性,随着发散角增加,文丘里的壁静压波动变得更加强烈。根据壁静压振荡特性,对于较大的发散角(θ≤=Δ6°,8°,10°和12°),壁静压振荡频率与腔脱落频率相同,随着腔分歧角度的增加。对于较小的发散角(θ≤= 4°),可以观察到压力振荡频率的明确周期性。

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