期刊文献+

时变领航情况下多智能体网络一致性分析与应用 被引量:1

Consensus analysis and application of multi-agent network with a time-varying leader
下载PDF
导出
摘要 针对个体动态为一阶积分器的多智能体网络,研究时变领航情况下网络的一致性.当只有部分个体已知领航者状态时,基于智能体间的相对状态,提出分布式控制协议,应用图论、矩阵理论和稳定性理论给出有向固定拓扑网络实现一致的充要条件及算法.拓展算法至当智能体间具有固定相对状态偏差时,给出分布式控制协议和网络实现一致的充要条件及算法.仿真实验结果表明:基于文中算法的控制协议可以实现只有部分智能体已知时变领航情况下的一致性追踪,基于拓展算法的控制协议可使多车辆在一定时间保持理想编队.该研究结果对于多智能体协调控制问题具有参考意义,也为多车辆编队控制问题提出新的思路. The consensus problem is investigated for the multi-agent network with a time-varying leader where the dynamics of agents is modeled as single-integrator.Based on the relative states between agents,the distributed control protocol is proposed when only aportion of the agents has access to the leader reference state.Furthermore,necessary and sufficient condition are developed to achieve consensus of multi-agent network under the fixed topology applying graph theory,matrix theory and stability theory.Additionally,the algorithm proposed is expanded to the condition of maintaining a constant reference state deviation between agents,the distributed control protocol and the necessary and sufficient condition of achieving consensus are also given.Finally,simulation examples and multi-vehicle formation control simulation validate the soundness of the theoretical results.
出处 《东北石油大学学报》 CAS 北大核心 2014年第2期109-113,12,共5页 Journal of Northeast Petroleum University
基金 黑龙江省青年科学基金项目(QC2013C066)
关键词 多智能体网络 一致性 时变领航 多车辆编队控制 拓扑网络 multi-agent network consensus time-varying leader multi-vehicle formation control topology
  • 相关文献

参考文献18

  • 1Zou Yunfei,Prabhakar R P.Distributed formation control of multiple aircraft using constraint forces[C].Seattle:American Control Conf.,2008:644-649.
  • 2Liu Huagang,Fang Hao,Mao Yutian.Distributed flocking control and obstacle avoidance for multiagent systems[C].Xuzhou:Chinese Control Conf.,2010:4536-4541.
  • 3闫敬,关新平,罗小元.Multi-target pursuit formation of multi-agent systems[J].Chinese Physics B,2011,20(1):698-707. 被引量:2
  • 4Jos'e Rodrigues,Dario Figueira.Leader-following graphbased distributed formation control[C].Aveiro:Proceedings of Robotica,2008:71-77.
  • 5Olfati-Saber R.Flocking for multi-agent dynamic systems:algorithmsand theory[J].IEEE Transactions on Automatic Control,2006,51(3):401-420.
  • 6Tanner H G,Jadbabaie A,Pappas G J.Stable flocking of mobile agents,partⅡ:dynamic topology[C].Hawaii:Proceedings of the IEEE Conference on Decision and Control,2003:2016-2021.
  • 7Alighanbari M,How J.Decentralized task assignment for unmanned air vehicles[C].Seville:Proceedings of IEEE Conference on Decision and Control,2005:5668-5673.
  • 8Olfati-Saber R,Shamma J S.Consensus filters for sensor networks and distributed sensor fusion[C].Seville:Proceed-ings of IEEE Conference on Decision and Control,2005:6698-6703.
  • 9Ren W,Beard R W,Atkins E M.Information consensus in multivehicle cooperative control[J].IEEE Control Syst.Mag.,2007,27(2):71-82.
  • 10Olfati-Saber R,Fax J A,Murray R M.Consensus and cooperation in networked multi-agent systems[J].IEEE Transactions on Automatic Control,2007,46(3):215-233.

二级参考文献48

  • 1俞辉,蹇继贵,王永骥.多智能体时滞网络的加权平均一致性[J].控制与决策,2007,22(5):558-561. 被引量:30
  • 2Yuan H L and Qu Z H 2009 IET Control Theory A 3 712.
  • 3Oliveira L B and Camponogara E 2010 Transport. Res.C-Emer. 18 120.
  • 4Olfati-Saber R 2006 IEEE Trans. Automat. Control. 51 401.
  • 5Kolling A and Carpin S 2010 IEEE Trans. Robot. 26 32.
  • 6Xiao F, Wang L, Chen J and Gao Y P 2009 Automatica 45 2605.
  • 7Couzin I D, Krause J, Franks N R and Levin S A 2005 Nature 433 513.
  • 8Gu D B and Wang Z Y 2009 IEEE Trans. Control Syst. Tech. 17 1211.
  • 9Lewis M A and Tan K H 1997 Auton. Robot. 4 387.
  • 10Balch T and Arkin R C 1999 IEEE Trans. Robot. Aurora. 14 1999.

共引文献20

同被引文献20

  • 1Ando H,Suzuki I,Yamashita M.Formation and agreement problems for synchronous mobile robots with limited visibility[C].Monterey:IEEE International Symposium on Intelligent Control,1995:453-460.
  • 2Shi G,Hong Y G.Global target aggregation and state agreement of nonlinear multi-agent systems with switching topologies[J].Automatica,2009,45(5):1165-1175.
  • 3Cortés J,Martínez S,Bullo F.Robust rendezvous for mobile autonomous agents via proximity graphs in arbitrary dimensions[J].IEEE Transactions on Automatic Control,2006,51(8):1289-1298.
  • 4Dimarogonas D V,Kyriakopoulos K J.On the rendezvous problem for multiple nonholonomic agents[J].IEEE Transactions on Automatic Control,2007,52(5):916-922.
  • 5Hui Q.Finite-time rendezvous algorithms for mobile autonomous agents[J].IEEE Transactions on Automatic Control,2011,56(1):201-211.
  • 6Bhat S P,Bernstein D S.Finite-time stability of continuous autonomous systems[J].SIAM Journal of Control and Optimization,2000,38(3):751-766.
  • 7Zavlanos M M,Jadbabaie A,Pappas G J.Flocking while preserving network connectivity[C].New Orleans:The 46th IEEE Conf on Decision and Control,2007:2919-2924.
  • 8Su H,Wang X,Chen G.A connectivity-preserving flocking algorithm for multi-agent systems based only on position measurements[J].International Journal of Control,2009,82(7):1334-1343.
  • 9Gustavi T,Dimarogonas D.V,Egerstedt M,et al.Sufficient conditions for connectivity maintenance and rendezvous in leader-follower networks[J].Automatic,2010,46(1):133-139.
  • 10Zhao D,Li S,Gao F,et al.Low-pass-filter-based position synchronization sliding mode control for multiple robotic mainipulator systems[J].System Control Engineering,2011,255(8):1136-1148.

引证文献1

二级引证文献3

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