Experimental and CFD investigations of choked cavitation characteristics of the gap flow in the valve lintel of navigation locks

被引:0
作者
Bo Wu
Ya-an Hu
Xin Wang
Xiu-jun Yan
机构
[1] Nanjing Hydraulic Research Institute,Key Laboratory of Transport Technology in Navigation Building Construction
[2] State Key Laboratory of Hydrology-Water Resources and Hydraulic Engineering,School of Water Resources and Hydropower Engineering
[3] Wuhan University,undefined
来源
Journal of Hydrodynamics | 2020年 / 32卷
关键词
Cavitation; cavitation control by aeration; self-aerated flows; critical self-aerated conditions; choked cavitation;
D O I
暂无
中图分类号
学科分类号
摘要
The cavitation is ubiquitous in the water delivery system of high hydraulic head navigation locks. This paper studies the choked cavitation characteristics of the gap flows in the valve lintel of the navigation locks and analyzes the critical self-aeration conditions. The cavitation gap flow in the valve lintel is experimentally and numerically investigated. A visualized 1:1 full-scale slicing model is designed, with a high-speed camera, the details of the cavitation flow is captured without the reduced scale effect. Moreover, the numerical simulations are conducted to reveal the flow structures in the gap. The experimental results show that the flow pattern of the gap flow in the valve lintel could be separated into four models, namely, the incipient (1) the developing, (2), the intensive, (3), and the choked (4) cavitation models. The numerical simulation results are consistent with the experimental data. The choked cavitation conditions are crucial to the gap flow in the valve lintel. When the choked cavitation occurs, the gap is entirely occupied by two cavitation cloud sheets. The gap pressure then decreases sharply to the saturated water vapor pressure at the operating temperature. This water vapor pressure is the ultimate negative pressure in the gap that remains unchanged with the continuous decrease of the downstream pressure. The volumetric flow rate reaches a peak, then remains constant, with the further decrease of the pressure ratio or the cavitation number. At the choking point, the volumetric flow rate is proportional to the root mean square of the difference between the upstream pressure (absolute pressure) and the saturated pressure of the water. Moreover, the pressure ratio is linearly correlated with the downstream cavitation number with a slope of (1 + Ϛc).
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页码:997 / 1008
页数:11
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共 78 条
  • [1] Luo X W(2016)A review of cavitation in hydraulic machinery [J] Journal of Hydrodynamics 28 335-358
  • [2] Ji B(2011)Application of small size cavitating venturi as flow controller and flow meter [J] Flow Measurement and Instrumentation 22 406-412
  • [3] Tsujimoto Y(2018)Wastewater treatment by means of advanced oxidation processes based on cavitation-A review [J] Chemical Engineering Journal 338 599-627
  • [4] Ghassemi H(2017)Experimental and numerical investigation of the cavitation-induced choked flow in a herschel venturi-tube [J] Flow Measurement and Instrumentation 54 56-67
  • [5] Fasih H F(1990)Flow regime transitions due to cavitation in the flow through an orifice [J] International Journal of Multiphase Flow 16 1023-1045
  • [6] Gągol M(2017)Experimental investigation of the global cavitation dynamic behavior in a venturi tube with special emphasis on the cavity length variation [J] International Journal of Multiphase Flow 89 290-298
  • [7] Przyjazny A(2016)Choked cavitation in micro-orifices: An experimental study [J] Experimental Thermal and Fluid Science 74 49-57
  • [8] Boczkaj G(2016)Experimental study of aerated cavitation in a horizontal venturi nozzle [J] Experimental Thermal and Fluid Science 70 85-95
  • [9] Brinkhorst S(2014)Performance and image analysis of a cavitating process in a small type venturi [J] Experimental Thermal and Fluid Science 53 40-48
  • [10] Lavante E V(2006)PIV measurements for flow pattern and void fraction in cavitating flows of He II and He I [J] Cryogenics 46 648-657