期刊文献+

基于分布式控制的多个体系统的循环追踪控制 被引量:2

Distributed control for multi-agent system using cyclic pursuit
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摘要 给出了多个体系统在循环追踪控制率下在达到平衡状态时关于个体运动轨迹的2个结果。针对线性和非线性多个体系统分别进行了讨论,指出在稳定的线性多个体系统的情况下,如果初始位置的摆放保持一定的形状,每个个体将按照一定的轨迹收敛到平衡点;在稳定的非线性多个体系统中,每个个体到达平衡状态之后的运动轨迹也将保持一定的性质。最后通过仿真验证了本文的结果。 Two results about the behaviour of a group of agents in multi-agent systems using cyclic pursuit are provided.Linear cyclic pursuit law and nonlinear pursuit law are discussed respectively.Under stable linear pursuit law,if the arrangement of the initial positions of all agents is in a specified formation,then each agent will converge to an equilibrium point following a certain track and all agents will remain the same formation.Under stable nonlinear pursuit law,all the agents will remain a specified property when they reach the equilibrium state.Simulation experiments verify the results.
出处 《吉林大学学报(工学版)》 EI CAS CSCD 北大核心 2010年第2期506-510,共5页 Journal of Jilin University:Engineering and Technology Edition
基金 国家自然科学基金项目(60710002) 长江学者创新团队发展计划项目
关键词 自动控制技术 多个体系统 协调控制 分布式控制 循环追踪 automatic control technology multi-agent systems cooperative control distributed control cyclic pursuit
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参考文献8

  • 1Reynolds C. Flocks, birds, and schools: a distributed behavioral model[J]. Computer, 1987,21:25- 34.
  • 2Sinha A, Ghose D. Some generalization of linear cyclic pursuit[C] // Proceedings of IEEE India Annual Conference 2004,Kharagpur, India,2004.
  • 3Lin Z, Broucke M E, Francis B A. Local control strategies for groups of mobile autonomous agents [J]. IEEE Transaction on Automatic Control, 2004, 49(4) :622-629.
  • 4Jadbabaie A, Lin J, Morse A S. Coordination of groups of mobile autonomous agents using nearest neighbor rules[J]. IEEE Transaclion on Automatic Control,2003,48(1) :988- 1001.
  • 5Marshall J A, Broucke M E, Francis B A. Formation of vehicles in cyclic pursuit[J]. IEEE Transaction on Automatic Control, 2004, 49 (11): 1963-1974.
  • 6Marshall J A, Broucke M E, Francis B A. Unicycles in cyclic pursuit[C]//Proceedings of the 2004 American Control Conference, Boslon, Massachusetts,2004.
  • 7Lin Z, Broucke M E, Francis B A. Local control strategies for groups of mobile autonomous agents [DB/OL]. [2008- 03-12]. http: // www. control. utoronto. ca/people/profs/francis/publications. html.
  • 8Marshall J, Broucke M, Francis B A. A pursuit strategy for wheeled-vehicle formations [C]//Proceedings of IEEE Conference on Decision Control, Maui, HI, 2003.

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  • 2吴云华,曹喜滨,曾占魁,郑鹏飞.编队飞行卫星相对姿态变结构分布式协同控制[J].吉林大学学报(工学版),2007,37(6):1465-1470. 被引量:6
  • 3YU Di, BA1 Xuefeng, REN Weijian, et al. Finite Time Synchronization of Complex Network [ J]. Journal of Jilin University: Information Science Edition, 2014, 32(4) : 423-429.
  • 4WANG X, HONG Y G. Finite-Time Consensus for Multi-Agent Networks with Second Order Agent Dynamics [ C ] // Proceedings of 17th World Congress of the Int Federation of Automatic Control. Seoul: IEEE, 2008: 15185-15190.
  • 5ZHANG Niaona, ZHOU Sui, ZHANG Dejiang. Finite Time Synchronization of Chaotic Systems with Different Structure Based on Active Control [ J ]. Journal of Jilin University: Engineering and Technology Edition, 2011,41 (4) : 1131-1134.
  • 6WU Yunhua, CAO Xibin, ZENG Zhankui, et al. Relative Attitude Decentralized Variable Structure Coordinated Control of Formation Flying Satellites [ J]. Journal of Jilin University: Engineering and Technology Edition, 2007, 37 (6) : 1465-1470.
  • 7MEI Rong. Synchronization Control Method of Sliding Mode Adaptive Time-Delay Triangular Chaotic System [ J ]. Joumal of Jilin University: Information Science Edition, 2013, 31 (1) : 18-24.
  • 8FILIPOV A F. Differential Aligns with Discontinuous Right-Hand Side [ J ]. American Mathematical Society Trans, 1964, 42(2) : 191-231.
  • 9PADEN B E, SASTRY S S. A Calculus for Computing Filippov's Differential Inclusion with Application to the Variable Structure Control of Robot Manipulators [ J]. IEEE Trans on Circuits and Systems, 1987, 34( 1 ) : 73-82.
  • 10MOULAY E, PERRUQUETFI W. Finite Time Stability of Differential Inclusions [ J ~. IMA J of Mathematical Control and Information, 2005, 22(4) : 465-475.

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