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基于状态变量融合的三级倒立摆模糊控制 被引量:1

Fuzzy Control of Triple Inverted Pendulum Based on State Variety Fusion
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摘要 针对非线性、高阶次、多变量、强耦合、不稳定的三级倒立摆系统,提出一种基于最优控制的模糊控制器的设计方法。该设计首先利用最优控制理论设计出状态反馈器,然后利用状态变量融合技术将模糊控制器维数由8维降到了2维,设计出模糊控制器,很大程度上简化了模糊控制器的设计过程。该方法也可推广到更高级别倒立摆系统的模糊控制。仿真结果表明,该方法超调量小,调节时间短,鲁棒性强,可实现多级倒立摆的稳定控制。 For the triple inverted pendulum which is a multi-variety, nonlinear and strong-complying system, A design method of the fuzzy controller base on optimal control is proposcd. In this article, a state feedback is designed by using optimal control theory, and then a fuzzy controller whose state-variable dimension is dropped from 8-dimensional to 2-dimensional by using fusion technology is designed, to a great extent simplifies the fuzzy controller design. This method can also be extended to a higher level inverted pendulum fuzzy control system. Simulation results show that the method has a small amount of overshoot, short adjustment time and robustness, and then achieve stability control of inverted pendulum.
出处 《组合机床与自动化加工技术》 北大核心 2010年第3期52-54,58,共4页 Modular Machine Tool & Automatic Manufacturing Technique
基金 河南省科技计划项目(0741000510004)
关键词 三级倒立摆 模糊控制 变量融合 triple inverted pendulum fuzzy logic control variety fusion
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  • 1苏金涛,周强.基于融合函数的平行单级双倒立摆系统模糊控制研究[C].南京:江苏省自动化学会学术年会论文集,Z008:45-48.
  • 2M.G.Henders,A.C.Soudack,Dynamics and Stability State- space of a Controlled Inverte dendulum [J]. Inton-Linear Mechanics, 1996,31(2):215-227.
  • 3Geun Hyeong Lee,Seul Jung. Reference Compensation Technique of a Fuzzy Controlled Inverted Pendulum System for Control Education[C]. International Conferenceon Control, Automation and Systems,COEX,Seoul,Korea,2008:1704- 1708.
  • 4Ehohanyk G, Kuo C Y. Real-time Stabilization of a Triple Link inverted Pendulum using Single Control Input [C]. IEEE Proceedings of the Control Theory Application, University of Arizona,1997:498-504.
  • 5祁虔,李祖枢,谭智,但远宏,肖琳.模糊九点控制器及其在倒立摆系统中的应用[J].仪器仪表学报,2010,31(6):1249-1254. 被引量:5

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