ZHANG Zhi-yong, FAN Da-peng, FAN Shi-xun. Servo system design for E-O stabilization and tracking devices[J]. Editorial Office of Optics and Precision Engineering, 2006,14(4): 681-688
ZHANG Zhi-yong, FAN Da-peng, FAN Shi-xun. Servo system design for E-O stabilization and tracking devices[J]. Editorial Office of Optics and Precision Engineering, 2006,14(4): 681-688DOI:
Servo system design for E-O stabilization and tracking devices
The typical structure of the servo system of a E-O Stabilization and Tracking Devices(EOSTD) was introduced. Based on dSPACE hardware-in-the-loop simulation system
the common design process of velocity stabilization was researched. Aiming at the phase lag phenomena caused by digital frequency characteristic test
the phase compensation formula was proposed and some nonlinear compensation methods were discussed to achieve high stabilization precision. Analyzing deeply on the frequency coupling of the position tracking loop and the velocity stabilization loop
the corresponding de-coupling method and the ideal model of the position loop and the velocity loop above were presented. Based on that model
the conception of the isolation degree was discussed. Five typical instances were simulated
the position tracking and line of sight stabilization results were provided in the end. The results show the validity of the concerned conception.
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references
DAVID J H,JAMES D. Modern control methods applied to a line-of-sight stabilization and tracking system . Proceedings of the American Control Conference, 1987:1491-1498.[2] XIE D L,YUAN J H ,YANG H. Stabilization of line-of-sight for airborne O-E tracking and imaging system[J]. SPIE,1998, 3365:191-201.[3] COUDRAIN C,SACLEUX B,BRUYANT J P. Design and realization of the line of sight control for one or several airborne optical imaging instruments[J]. SPIE, 2005,5810:35-44.[4] HILKERT J M. A comparison of inertial line-of-sight stabilization techniques using mirrors[J]. SPIE,2004,5830:13-22.[5] HILKERT J M,DAVID A. Adaptive control system techniques applied to inertial stabilization systems[J]. SPIE,1990,1306:190-206.[6] LI B. Nonlinear induced disturbance rejection in inertial stabilization systems[J]. SPIE,1996,2739:242-250.[7] LI B,HULLENDER A. Self-tuning controller for nonlinear inertial stabilization systems[J].SPIE,1996,2739:229-241.[8] 李东明,党纪红,郝颖. 惯性平台稳定回路的双闭环控制[J]. 应用科技,2003,30(8):48-50. LI D M, DANG J H, HAO Y. Double closed-loop control of inertial platform servo loop[J]. Applied Science and Technology,2003,30(8):48-50.(in Chinese)[9] 毕永利,刘洵. 机载多框架陀螺稳定平台速度稳定环设计[J]. 光电工程,2004,31(2):16-18. BI Y L, LIU X. Design of a velocity-stabilized loop for airborne multi-frame gyroscope-stabilized platform[J]. Opto-Electronic Engineering,2004,31(2):16-18. (in Chinese)[10] 毕永利. 多框架光电平台控制系统研究 . 中国科学院长春光学精密机械与物理研究所,2003.10. BI Y L. Study on control system of multi-frame photoelectric platform .Changchun Institute of Optics, Fine Mechanics and Physics, Chinese Academy of Sciences. 2003.10. (in Chinese)[11] 刘向,王连明,葛文奇. 用线性加速度计实现无陀螺平台稳定的理论研究[J]. 光学 精密工程,2004,12(1):21-25. LIU X, WANG L M, GE W Q. Application of linear accelerometer for stabilization of non gyroscopic platform[J]. Optics and Precision Engineering,2004,12(1):21-25. (in Chinese)[12] 王永年,祝梁生,孙隆和. 头盔显示/瞄准系统[M]. 北京:国防工业出版社,1994. WANG Y N,ZHU L SH,SUN L H. Helmet display/pointing system[M]. Beijing: National Defence Industry Publishing House,1994. (in Chinese)[13] 郭富强. 惯导平台的隔离度研究[J]. 西北工业大学学报,1993,2. GUO F Q. On degree of base-motion isolation of inertial navigation platform . Journal of Northwestern Polytechnical University,1993,11(2):218-222. (in Chinese)