BALLISIC AND AIRDYNAMICS

Trajectory Characteristics Study of Supercavitating Vehicles Moving in Horizontal Plane

  • JIANG Yunhua ,
  • AN Weiguang ,
  • AN Hai
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  • Aerospace Engineering Department, Harbin Engineering University, Harbin 150001, China

Received date: 2011-10-26

  Online published: 2025-05-29

Abstract

In order to study the horizontal motion characteristics of supercavitating vehicles (SV), the 6-DOF motion was decoupled and the dynamic equations of SV moving in horizontal plane with incline and un-sideslip were established. Considering the gravity stabilization scheme, the load characteristics of SV were analyzed. Two schemes of horizontal maneuvering control forces were advised, one is tow-DOF cavitator(TDOFC); The other is BTT. The results show that the vehicle gesture and horizontal plane trajectory aren't divergent and periodic oscillations with small amplitude under small disturbance when owned gravitational stability scheme. The maneuvering control forces generation efficiency of TDOFC is higher than BTT's.

Cite this article

JIANG Yunhua , AN Weiguang , AN Hai . Trajectory Characteristics Study of Supercavitating Vehicles Moving in Horizontal Plane[J]. Journal of Projectiles, Rockets, Missiles and Guidance, 2012 , 32(6) : 117 -120,124 . DOI: 10.15892/j.cnki.djzdxb.2012.06.052

References

[1]
Savchenko Yu N Perspectives of the supercavitation flowapplications[C] //International Conference on InnovativeApproaches to Further Increase Speed of Fast Marine Vehi-cles, Moving Above, Under and in Water Surface, Saint-Petersburg, Russia, July 2-4, 2008.
[2]
Lindau JW, Kunz RF, Mulherin JM, et al. Fully cou-pled, 6-DOF to URANS, modeling of cavitating flows a-round a supercavitating vehicle[C] //Fifth InternationalSymposium on Cavitation (CAV2003) Osaka, Japan, No-vember 14, 2003.
[3]
Paryshev E V. Approximate mathematical models in high-speed hydrodynamics[J]. Journal of Engineering Mathe-matics, 2006, 55(1/4): 41-64.
[4]
Logvinivich GV. Hydrodynamics of flows with free bounda-ries[M]. English translation, New York: HalstedPress, 1973.
[5]
Savchenko Yu N. Control of supercavitation flow and stabil-ity of supercavitating motion of bodies[C] //Paper Presen-ted at the RTO AVT Lecture Series on "SupercavitatingFlows", von Kármán Institute (VKI) in Brussels, Bel-gium, RTO EN-014, 12-16 February 2001.
[6]
Semenenko V N. Dynamic processes of spercavitation andcomputer simulation[C] // Paper Presented at the RTOAVT Lecture Series on "Supercavitating Flows", vonKármán Institute (VKI) in Brussels, Belgium, RTO EN -012, 12-16 February 2001.
[7]
冯光, 颜开. 超空泡航行体水下弹道的数值计算[J]. 船舶力学,2005, 9(2):1-8.
[8]
蒋运华, 安伟光, 安海. 初始扰动下水下超高速运动体弹道数值模拟[J]. 水动力学研究与进展 A 辑, 2008,23(5): 571-579.
[9]
曹伟, 魏英杰, 韩万金,等. 超空泡航行体典型弹道特性仿真研究[J]. 哈尔滨工程大学学报,2010, 31(3): 323-328.
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