Passivity-Based Sliding Mode Control on Torpedo Nonlinear Attitude System
-
摘要: 将鱼雷纵向姿态系统的非线性模型转换为具有能量函数的广义哈密顿正则型(GHCF),建立了控制律的设计方案。基于系统无源性分析方法设计了变结构滑模控制律,将切换函数作为输出,给出了新的滑模面设计条件,只需考虑在滑模面上的稳定性。该方法完全利用系统的非线性特性,通过无源性理论分析了滑模控制的可达性,而滑模控制能够提高鱼雷姿态系统的控制性能。仿真结果表明,实现了对鱼雷非线性姿态系统的滑模控制,且控制性能良好。Abstract: A general Hamilton canonical form(GHCF) of torpedo nonlinear attitude system is established, and a control law is designed through combining passivity and sliding mode techniques, choosing the manifold of sliding mode separately. The whole nonlinear characteristics of the system are used in this method. The reachability of sliding mode is analyzed with passivity theory, and the stability of sliding mode enables to enhance the system performance. In simulation, the sliding mode control of torpedo nonlinear attitude system is realized, and the attitude angle is controlled well.
-
Key words:
- torpedo /
- passivity /
- sliding mode control /
- nonlinear attitude system
-
[1] 徐德民.鱼雷自动控制系统.西安:西北工业大学出版社,2000. [2] 梅生伟,申铁龙,刘志康. 现代鲁棒控制理论与应用.北京: 清华大学出版社,2003. [3] Valenciaga F,Puleston P F,Battaiotto P E.Power Control of a Solar/Wind Generation System Without Wind Measurement a Passivity/Sliding Mode Approach.IEEE Transactions on Energy Conversion.2003,18(4):501-507. [4] 鄢圣茂,宋立忠,姚琼荟.基于无源性的同步发电机励磁控制.电力自动化设备.2005,25(10):68-70. [5] 王亦平,杜一平,刘 影,等. 基于智能PID的鱼雷控制算法探讨.鱼雷技术,2005,13(4):26-28. [6] 段富海,章卫国,何长安.一种非线性优化控制方法及其在鱼雷控制中的应用.控制理论与应用,2000,17(1):65-78. [7] Byrnes C I, Isidori A,Willems J C. Passivity,Feedback Equivalence,and the Global Stabilization of Minimum Phase Nonlinear Systems.IEEE Transactions on Automatic Control. 1991. 36(11): 1228-1240. [8] 严卫生.鱼雷航行力学.西安:西北工业大学出版社,2005.
点击查看大图
计量
- 文章访问数: 1594
- HTML全文浏览量: 6
- PDF下载量: 607
- 被引次数: 0