期刊文献+

极小—极大—加系统的周期时间的输出反馈独立配置

INDEPENDENT CYCLE TIME ASSIGNMENT VIA AN OUTPUT FEEDBACK FOR MIN-MAX-PLUS SYSTEMS
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摘要 在数字电路中,两个时间信号通过逻辑电路的与门相当于极大运算,通过逻辑电路的或门相当于极小运算.极小—极大—加系统可用于数字电路的时间分析.对于一类非线性极小—极大—加系统(F,G,H),运用极大—加代数和有向图方法得到了在输出反馈作用下的周期时间能独立配置的一个充分条件. In digital circuit, that two time signals pass through and door of logical circuit is about equal to do max operation, and or door is min operation. The min-max-plus systems can be used to the time analysis of digital circuit. In this paper, we obtain a sufficient condition such that cycle time of the min-max-plus system (F, G, H) can be assigned independently by output feedback.
出处 《系统科学与数学》 CSCD 北大核心 2009年第10期1366-1373,共8页 Journal of Systems Science and Mathematical Sciences
关键词 离散事件动态系统(DEDS) 极小-极大-加系统 极大-加代数 输出反馈 周期时间独立配置 DEDS, min-max-plus systems, max-plus algebra, output feedback, independent cycle time assignment.
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参考文献12

  • 1Olsder G J. Eigenvalues of dynamic max-rain systems. Discrete Event Dynamic Systems, 1991, 1: 177-207.
  • 2Gunawardena J. Min-max functions. Discrete Event Dynamic Systems, 1994, 4: 377-406.
  • 3Gaubert S, Gunawardena J. The duality theorem for min-max functions. C. R. Acad. Sci., 1998, 326: 43-48.
  • 4Chen W. Cycle time assignment of nonlinear discrete event dynamic systems. Proceedings of the Intelligent Systems and Control Conference, USA, 2000.
  • 5陈文德.非线性DEDS的能达性[J].控制理论与应用,1999,16:67-72.
  • 6陈文德.非线性DEDS的周期时间配置与凝着色图[J].控制与决策,2003,18(5):517-521. 被引量:4
  • 7陈文德,陶跃钢.非线性DEDS的能观能达性与着色图[J].科学通报,2000,45(22):2457-2461. 被引量:3
  • 8Chen W, Tao Y, Yu H. Cycle time assignment of rain-max systems using a state feedback. Proc of IEEE. International Conference on Networking, Sensing and Control, Taibei, 2004.
  • 9Tao Y, Chen W. Cycle time assignment of rain-max systems. Int. J. Control, 2003, 76(18): 1790-1799.
  • 10Tao Y and Liu G. Sate feedback stabilization and majorizing achievement of rain-max-plus systems. IEEE Transactions on Automatic Control, 2005, 50(12): 2027-2033.

二级参考文献25

  • 1陈文德,齐向东.离散事件动态系统的周期配置[J].中国科学(A辑),1993,23(1):1-7. 被引量:5
  • 2陈文德.非线性DEDS的能达性[J].控制理论与应用,1999,16:67-72.
  • 3王龙 郑大钟.极大代数上的线性系统理论.离散事件动态系统理论及其在CIMS中的应用学术会议论文集[M].北京:清华大学出版社,1988.79-87.
  • 4Olsder G J. Eigenvalues of dynamic max-min systems [J]. Discrete Event Dynamic Systems, 1991, 1 (2): 177-207.
  • 5Gunawardena J. Min-max functions[J]. Discrete Event Dynamic Systems, 1994, 4(2): 377-406.
  • 6Gaubert S, Gunawardena J. The duality theorem for min-max functions [ J ]. Comptes Rendus Academy Science, 1998, 326(1): 43-48.
  • 7Zhao Q, Zheng D, Zhu X. Structure properties of minmax systems and existence of global cycle time[J].IEEE Trans on Automatic Control, 2001, 46 (1) : 148- 151.
  • 8Cheng Y, Zheng D. Ultimate periodicity of orbits for min-max systems [J]. IEEE Trans on Automatic Control, 2002, 47(11): 1937-1940.
  • 9Cheng Y, Zheng D. A cycle time computing algorithm and its applications in the structural analysis of min-max systems[J]. Discrete Event Dynamic Systems, 2004, 14 (1): 5-30.
  • 10Chen W, Tao Y, Yu H. Cycle time assignment of minmax systems using a state feedback[C]. Proc of IEEE Int Conf on Networking, Sensing and Control. Taibei, 2004:688-693.

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