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加速度对自然超空泡特性影响的数值仿真研究 被引量:12

NUMERICAL SIMULATION OF ACCELERATION EFFECT ON NATURAL SUPERCAVITY
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摘要 利用商业CFD软件对小空泡数下的自然超空泡形态和减阻效果进行了数值仿真研究,通过对软件自定义函数的研究,将边界条件中的来流速度改写为时间的函数并嵌入到软件中,得到了非定常情况下加速度对自然超空泡形态和减阻效果的影响规律。当加速度为正值时,在空泡数相同的条件下空泡的厚度和长度都要比定常条件下的值偏小,而加速度为负值时则刚好相反。模型的粘性阻力系数与加速度没有直接的联系,它主要与超空泡的形态和模型壁面上的含汽率有关。最后将加速度为-100m/s2时的仿真结果与实验结果进行了比较,误差最大不超过35%。 Natural supercavity shape and its drag reduction at small cavitation number have been numerically simulated with Finite Difference code CFD. User-Defined Functions (UDFs) for the time-dependent free stream velocity was implemented into CFD software. The effects of acceleration on natural supercavity shape and its drag reduction have been obtained. With the same cavitation number, the thickness and length of supercavity are smaller at positive acceleration than those at zero acceleration, and larger than those at negative acceleration. Viscous drag coefficient has no direct relations with acceleration, which is mainly related to supercavity shape and vapor volume fraction in supercavity. The numerical results are compared with the experimental results at acceleration of-100 m/s^2, and the maximal error does not exceed 35%.
出处 《工程力学》 EI CSCD 北大核心 2007年第1期18-22,共5页 Engineering Mechanics
关键词 超空泡 空泡形态 数值仿真 粘性阻力 空化数 supercavity: cavity shape: numerical simulation: viscosity drag cavitation number
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参考文献12

  • 1Savchenko Y N.Supercavitation-problems and perspectives[C].CAV2001,Lecture 003:1~8.
  • 2Kueny J L,Schultz F,Desclaud J.Numerical prediction of partial cavitation in pumps and inducers[C].IAHR Symposium,Trondheim,1988.
  • 3Kinnas S A,Fine N E.A numerical non-linear analysis of the flow around two and three dimensional partially cavitating hydrofoils[J].Journal of Fluid Mechanics,1993,254:151~181.
  • 4Kaenel V A,Maitre T,Rebattet C,Kueny J L,Morel P.Three dimensional partial cavitating flow in a rocket turbo pump inducer:Numerical predictions compared with laser velocimetry measurements[C].CAV1995 International Symposium,Deauville,France,1995.
  • 5Peallat J M,Pellone C.Experimental validation of two and three dimensional numerical analysis of partially cavitating hydrofoils[J].Journal of Ship Research,1996,40(3):211~223.
  • 6Delannoy Y,Kueny J L.Two phase flow approach in unsteady cavitation modeling[C].Cavitation and Multiphase Flow Forum,ASME-FED,1990,98:153~158.
  • 7Merkle C L,Feng J,Buelow P E.Computational modeling of the dynamics of sheet cavitation[C].3rd International Symposium on Cavitation,Grenoble,France,1998,2:47~54.
  • 8Song C,He J.Numerical simulation of cavitating flows by single-phase flow approach[C].3rd International Symposium on Cavitation,Grenoble,France,1998,2:101~130.
  • 9Hoeijmakers H W,Jansens M E,Kwan W.Numerical simulation of sheet cavitation[C].Third International Symposium on Cavitation,Grenoble,France,1998,2:7~10.
  • 10Kubota A,Kato H,Yamaguchi H.A new modelling of cavitating flows:A numerical study of unsteady cavitation on a hydrofoil section[J].Journal of Fluid Mechanics,1992,240:59~96.

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