期刊文献+

导弹控制系统的双积分反演PID控制

The Double Integral Back-Stepping PID Control of Missile Control System
下载PDF
导出
摘要 考虑空气动力系数的不确定性与线性化后产生的模型不确定性,引入了一类双积分控制律,同时保留PID控制的优点,设计了一类自适应反演PID控制器。尤其是Lyapunov函数的巧妙构造,不仅表明了积分控制规律对提高系统鲁棒性的贡献,而且将PID控制与Lyapunov函数方法有机地结合起来。该设计不仅具有预期的鲁棒性,而且有效地回避了反演中的微分爆炸问题。最后举例进行仿真研究,仿真结果表明了该方法的有效性。 Considering the uncertain of the pneumatic parameters and model linearization of missile,a kind of double integral item was used to design an adaptive backstepping PID controller which reserved the advantages of PID control method.What is wroth pointing out was that a Lyapunov function was constructed skillfully so the PID controller method was integrated with Lyapunov method perfectly and the robustness of the system was improved greatly because of the integral control law’s contribution.Good robustness was achieved by the use of adaptive method,and the differential bomb problem in backstepping method was avoided.Finally,the stability of the system was proved by constructing a Lyapunov function.Numerical simulation was done to give examples,and the effectiveness of the proposed method was testified finally.
出处 《海军航空工程学院学报》 2011年第3期267-270,共4页 Journal of Naval Aeronautical and Astronautical University
关键词 导弹控制 滑模 自适应 不确定 missile control sliding mode adaptive uncertainty
  • 相关文献

参考文献11

  • 1U TKINV I. Variable structure control with sliding mode[J]. Automatic Control, 1977, 22(2):212-222.
  • 2M TAHK, M BRIGGS, P K A MENON. Applications of plant inversion via state feedback to missile autopilot design[C]//Proceedings of the 27th CDC. Austin, Texas, 1988: 730-735.
  • 3RYU J H, PARK C S, TANK M J. Plant Inversion Control of Tail-Controlled Missiles[R]. AIAA-97-3766, 1997: 1691-1696.
  • 4KIM S H, KIM Y S, ONGC S. A robust adaptive nonlinear control approach to missile autopilot design[J]. Control Engineering Practice, 2004(12):149-154.
  • 5CHWA D K, CHOI J Y. New parametric affine modeling and control for skid-to-turn missiles[J]. IEEE Transactions on Control Systems Technology, 2001, 9(2):335-347.
  • 6POLYCARPOU M M, IOANNOU P A. A robust adaptive nonlinear control design[J]. Automatica, 1996, 32(3):423-427.
  • 7康宇,奚宏生,季海波.有限时间快速收敛滑模变结构控制[J].控制理论与应用,2004,21(4):623-626. 被引量:24
  • 8刘根旺,许化龙.数字式导弹姿态控制系统的变结构控制[J].导弹与航天运载技术,2006(2):43-45. 被引量:7
  • 9JANKOVIC M, SEPULCHRE R, KOKOTOVIC P V. CLF based designs with robustness to dynamic input uncertainties[J]. Syst. Control Lett., 1998,37:45-54.
  • 10SWAROOP D, .GERDES J C, YIP P P, HEDRICK J K. Dynamic surface control of nonlinear systems[C]// Proceedings of the American Control Conference. Albuquerque, New Mexico: IEEE, 1997:3028-3034.

二级参考文献12

  • 1李龙臣.运载火箭的结构组成[J].航天,1996(3):4-10. 被引量:7
  • 2ZAK M.Terminal attractors in neural networks[J].Neural Networks, 1989,2(2):259-274.
  • 3YU X,MAN Z.Fast terminal sliding mode control design for nonlinear dynamical systems[J].IEEE Trans on Circuits Systems I,2002,49(2):261-264.
  • 4MAN Z,YU X.Terminal sliding mode control of MIMO systems[J].IEEE Trans on Circuits Systems I,1997,44(11):1065-1070.
  • 5YU X,WU Y,MAN Z.On global stabilization of nonlinear dynamical systems[M]∥YOUNG D,OZGUNER U.Variable Structure Systems,Sliding Mode and Nonlinear Control,Lecture Notes in Control and Information Science.Berlin,Heidelberg: Springer-Verlag,1999.
  • 6YU S,YU X,MAN Z.Robust global terminal sliding mode control of SISO nonlinear uncertain systems[C]∥Proc of the 39th IEEE Conf on Decision and Control.Sydney,Australia:[s.n.],2000:2198-2203.
  • 7Drakunov S,Utkin V.On discrete-time sliding mode[R].IFAC Symposium on Nonlinear Control System Design.1989:484~489
  • 8Furuta K,Pan Y.Discrete-time VSS control for continuous-time systems[R].Proc.of the First Asian Control Conference,1993:377~380
  • 9Golo G,Milosavljevic C.Robust discrete-time chattering free sliding mode control[J].System & Control Letters,2000,41:19~28
  • 10Gao W,Wang Y.Discrete-time variable structure control[R].IEEE Tran.On Industrial Eletronics,42:117~122

共引文献28

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部