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An overview of recent progress in high-order nonholonomic chained system control and distributed coordination 被引量:2

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摘要 This paper reviews some main results and progress concerning with nonholonomic system control,especially focusing on the networked chained system coordination.The controllability of nonholonomic system,the control method of nonholonomic system,the chained form transformation,the basic graph theory for multi-agent systems are recalled,respectively.Some important definitions,lemmas,theorems and dynamics are elaborated.Both the consensus and formation control problems for networked nonholonomic chained systems are summarised.Finally,some open questions are proposed.
出处 《Journal of Control and Decision》 EI 2015年第1期64-85,共22页 控制与决策学报(英文)
基金 supported in part by the National Natural Science Foundation of China under[grant number 61321002],[grant number 61120106010],[grant number 61175112] the programme for New Century Excellent Talents in University the Social Science Foundation of Fujian Province under[grant number 2014B182] the Beijing Education Committee Cooperation Building Foundation Project.
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  • 1A. Loria and E. Panteley, Uniform exponential stability of linear time-varying systems: Revisited, Systems & Control Letters, 2002, 47:13-24.
  • 2A. Loria, A. Chaillet, G. Besancon, and Y. Chitour, On the PE stabilization of time-varying systems: Open questions and preliminary answers, in Proc. 44th IEEE Conference on Decision and Control, and the European Control Conference 2005, 2005.
  • 3J. Tsinias, Backstepping design for time-varying nonlinear systems, Systems & Control Letters, 2000, 39: 219-227.
  • 4L. L. Xie and L. Guo, How much uncertainty can be dealt with by feedback, IEEE Trans. Automat. Contr., 2000, 45(12): 2203-2217.
  • 5F. Mazenc and D. Nesic, Lyapunov functions for time varying systems satisfying generalized conditions of Matrosov theorem, Math. Control, Signals Syst., 2007, 19:151-182.
  • 6F. Mazenc and M. Malisoff, Further results on Lyapunov functions for slowly time-varying systems, Math. Control, Signals Syst., 2007, 19(1): 1-21.
  • 7D. Aeyels R. Sepulchre, and J. Peuteman, Asymptotic stability conditions for time-variant systems and observability: Uniform and non-uniform criteria, Mathematics of Control, Signals, and Systems, 1998, 11:1-27.
  • 8D. Z. Cheng. Y. Lin, and Y. Wang, On nonuniform and semi-uniform input-to-state stability for time varying systems, in Proc. 16th IFAC World Uongress, Prague, 2005.
  • 9T. C. Lee and Z. P. Jiang,A generalization of Krasovskii-LaSalle theorem for nonlinear timevarying systems: Converse results and applications, IEEE Trans. Automatic Control, 2005, 50: 1147-1163.
  • 10F. Mazenc and M. Malisoff, Further remarks on strict input-to-state stable Lyapunov functions for time-varying systems, Automatica, 2005, 41: 1973-1978.

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