Application of Dual-Euler Control Method to Water-Trajectory Design of Missile Carrier
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摘要: 潜射导弹运载器采用水平发射、垂直出水攻击方式时, 常规的水弹道控制系统因欧拉姿态角奇异等问题难以正常工作。采用正反欧拉角2套姿态描述系统, 利用各自的奇异特点, 设计了在弹道初始阶段利用正欧拉角控制规避和爬升弹道、末期利用反欧拉角精确控制出水俯仰角至90°的双欧拉控制法, 并进行了仿真试验。仿真结果表明, 利用双欧拉控制法既可以保证弹道数据的直观性, 又可大幅提高运载器出水俯仰角的控制精度。该方法不但可以用于运载器水弹道控制方案设计, 亦可用于同类别的涉及大姿态机动的控制系统设计。Abstract: When a sub-launching missile carrier takes horizontal launch and vertical water-exit, the traditional water trajectory control system fails to work normally due to the singularity of Euler angles. In this paper, two Euler angle systems with their own singularity features are adopted to design a new control method. In initial stage of trajectory, positive Euler angles are used to accomplish the evadable and ascending motions, while the reverse Euler angles are employed to control pitching angle to 90° precisely at the water-exit stage. Simulation results show that the proposed dual-Euler control method can make the trajectory data intuitive and clearly improve the precision of water-exit pitch angle. This method can be applied to control scheme design of missile carrier water trajectory, and can also be extended to related control system design concerning large attitude maneuver.
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Key words:
- missile carrier /
- water trajectory /
- dual-Euler control method /
- control system
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[1] 王亚东, 袁绪龙, 覃东升. 导弹水下发射筒口气泡特性研究[J]. 兵工学报, 2011, 32(8): 991-995.Wang Ya-dong, Yuan Xu-long, Qin Dong-sheng. Research on the Outlet Cavity Feature during the Launch of Submarine Launched Missile[J]. Acta Armamentarii, 2011, 32(8): 991- 995. [2] 马溢清, 李欣. 潜射导弹水下垂直发射方式综述[J]. 战术导弹技术, 2010, 31(3): 124-128.Ma Yi-qing, Li Xin. Review on Underwater Vertical- launch-ing Mode for Submarine-launched Missiles[J]. Tactical Mis-sile Technology, 2010, 31(3): 124-128. [3] 葛晖. 潜射导弹发射安全性研究[D]. 西安: 西北工业大学, 2004. [4] 袁绪龙, 张宇文. 运载器垂直出水弹道姿态角奇异性问题研究[J]. 弹箭与制导学报, 2005, 25(2): 83-87.Yuan Xu-long, Zhang Yu-wen. On Singularity Problem of Water-exit Trajectory of the Missile Carrier[J]. Journal of Projectiles, Rocket s Missiles and Guidance, 2005, 25(2): 83-87. [5] 许毛跃, 张登成, 李嘉林. 四元数在欧拉方程中的应用研究[J]. 飞行力学, 2002, 20(1): 67-70.Xu Mao-yue, Zhang Deng-cheng, Li Jia-lin. Study of the Ap-plication of Quaternions to Euler Equation[J]. Flight Dyna- mics, 2002, 20(1): 67-70. [6] 张宇文. 鱼雷弹道与弹道设计[M]. 陕西: 西北工业大学出版社, 1998.
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