本文介绍了一种空化紊流流动的数值计算模型,并计算了射流放水阀内部的空化流动现象.该模型基于均相平衡模型和液相与汽相传输方程,基本方程采用N-S方程,空化模型采用Kunz等提出的汽液质量转换模型.紊流封闭采用标准的k-ε紊流模型;稳定流动计算采用扩展的SIMPLE压力修正方法,非稳定计算采用PISO算法.为评价该数值模型,计算了绕射流放水阀的空化流动,并与实验结果进行了对比,计算结果与实验结果取得较好的一致,说明该流动模型和计算方法是可靠的.
参考文献
[1] | Wu Y T;Wang D P .A Wake Model for Free-Streamline Flow Theory,Part 2.Cavity Flows Past Obstacles of Arbitrary Pro- file[J].Journal of Fluid Mechanics,1963,18(01):65-93. |
[2] | Guoyu Wang;Inanc Senocak;Wei Shyy .Dynamics of attached turbulent cavitating flows[J].Progress in aerospace sciences,2001(6):551-581. |
[3] | Edwards JR.;Liou MS.;Franklin RK. .Low-diffusion flux-splitting methods for real fluid flows with phase transitions[J].AIAA journal,2000(9):1624-1633. |
[4] | 王国玉,曹树良,方韬,韩占忠,Toshiaki Ikohagi.非定常空化流动模型及其数值计算[C].中国工程热物理学会流体机械学术会议论文集,2003:1-9. |
[5] | Kunz R F;Lindau J W;Billet M L.Multiphase CFD Modeling of Developed and Supercavitation Flows[A].Rhode-Saint-Genese Belgium,2001 |
[6] | Senocak I;Shyy W.Evaluation of Cavitation Models for Navier-Stokes Computations[A].Montreal Quebec Canada,2002 |
[7] | Robert F. Kunz;David A. Boger;David R. Stinebring;Thomas S. Chyczewski;Jules W. Lindau;Howard J. Gibeling;Sankaran Venkateswaran;T. R. Govindan .A preconditioned Navier-Stokes method for two-phase flows with application to cavitation prediction[J].Computers & Fluids,2000(8):849-875. |
[8] | Shyy W .Computational Modeling for Fluid Flow and Interfacial Transport[Z].Amesterdam New York Elsevier,1997. |
[9] | Wang G .A Study on Safety Assessment of a Hollow-Jet Valve Accompanied with Cavitation[D].Sendai Japan:Tohoku University,1999. |
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