[1] 张志宏,孟庆昌,金永刚,等. 超声速细长锥型射弹超空泡流动数值计算方法[J]. 华中科技大学学报:自然科学版, 2014,42(1): 39-43. ZHANG Zhi-hong, MENG Qing-chang, JIN Yong-gang, et al. Numerical method of supercavitating flow past a slender cone type projectile traveling at supersonic speed[J]. Journal of Huazhong University of Science and Technology:Nature Science, 2014, 42(1): 39-43.(in Chinese) [2] 卫平, 侯健, 杨柯. 超空泡射弹研究综述[J]. 舰船电子工程, 2008, 28(4):13-17 WEI Ping, HOU Jian, YANG Ke. Summary of supercavitating projectile researches[J]. Ship Electronic Engineering, 2008, 28(4): 13-17.(in Chinese) [3] Saranjam B. Experimental and numerical investigation of an unsteady supercavitating moving body[J]. Ocean Engineering, 2013, 59(2):9-14. [4] Shafaghat R, Hosseinalipour S M, Lashgari I, et al. Shape optimization of axisymmetric cavitators in supercavitating flows, using the NSGA II algorithm[J]. Applied Ocean Research, 2011, 33(3): 193-198. [5] Zhang P, Fu H. The numerical simulation of supercavi- tation around projectiles from subsonic to supersonic[J]. Journal of Projectiles, Rockets, Missiles and Guidance, 2009, 29(5):166-169. [6] Zheng J G, Khoo B C, Hu Z M. Simulation of wave- flow-cavitation interaction using a compressible homogenous flow method[J]. Communications in Computational Physics, 2013, 14(2):328-354. [7] Liu J, Meng Q, Zhang Z, et al. Numerical simulation of compressible supercavitating flow[J]. Journal of Naval University of Engineering, 2011, 23(4):48-52. [8] Savchenko Y N. Control of supercavitation flow and stability of supercavitating motion of bodies[C]∥VKI Special Course on Supercavitating Flows. Brussels, Belgium:RTO-AVT/VKI, 2001. [9] Vlasenko Y D. Experimental investigation of supercavitation flow regimes at subsonic and transonic speeds[C]∥15th International Symposium on Cavitation. Osaka, Japan:CAV, 2003:1-8. [10] Jenkins A, Evans T. Sea mine neutralization using the AN/AWS-2 rapid airborne mine clearance system[C]∥2004 IEEE Aerospace Conference Proceedings. Big Sky, MT:IEEE, 2004:2999-3005. [11] Hrubes J D. High-speed imaging of supercavitating underwater projectiles[J]. Experiments in Fluids, 2001, 30(1):57-64. [12] Kirschner I, Gieseke T, Kuklinski R.Supercavitation research and development[J]. Undersea Defense Technologies, 2002,28(1): 46-58. [13] Yu K, Zhang G, Zhou J, et al. Numerical study of the pitching motions of supercavitating vehicles[J]. Journal of Hydrodynamics, 2012, 24(6):951-958. [14] Lyons C G. A simple equation of state for dense fluids[J]. Journal of Molecular Liquids, 1996, 69:269-281. [15] 黄闯, 罗凯, 党建军, 等. 流域径向尺度对自然超空泡的影响规律[J]. 西北工业大学学报,2015, 33(6):936-941. HUANG Chuang, LUO Kai, DANG Jian-jun, et al. Influence of flow field’s radial dimension on natural supercavity[J]. Journal of Northwestern Polytechnical University, 2015, 33(6):936-941. (in Chinese) [16] Vasin A D. The principle of idependence of the cavity sections expansion (Logvinovich’s principle) as the basis for investigation on cavitation flows[C]∥2001 RTO/AVT Lecture Series on Supercavitating Flows. Belgium:RTO, 2001:1-27. [17] Savchenko Y N. Supercavitation—problems and perspectives[C]∥4th International Symposium on Cavitation. Passadenia, CA, US: California Institute of Technology, 2001. |