| 引用本文: | 李彦平，王梅生，刘长有，徐心和.离散事件动态系统稳定性分析*[J].控制理论与应用,1992,9(2):135~140.[点击复制] |
| LI Yanping, WANG M eisheng, LUI Changyou and XU Xinhe.Stability Analysis of Discrete Event Dynamic System[J].Control Theory and Technology,1992,9(2):135~140.[点击复制] |
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| 离散事件动态系统稳定性分析* |
| Stability Analysis of Discrete Event Dynamic System |
| 摘要点击 986 全文点击 456 投稿时间：1990-03-23 修订日期：1991-06-05 |
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| DOI编号 |
| 1992,9(2):135-140 |
| 中文关键词 离散事件动态系统 稳定性 周期特征 可稳域 稳态平衡域 空间分解 |
| 英文关键词 discrete event dynamic system stability period characteristic stabilizable region stable equilibrium region space decomposition |
| 基金项目 |
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| 中文摘要 |
| 本文对一类确定性离散事件动态系统(DEDS)的稳定性(Stability)及周期行为(Periodic behavior)进行深入研究，着重讨论稳定系统能够的周期行为特征，并对其加以分类。研究结果表明，如果系统是稳定的，其状态空间Sx可以分解成若干具有本质周期特征的可稳区域(Stabilizable regions){Dr(s)}，其中D0(S)为可稳类UrDr(s)稳态平衡域(Stable equilibrium region), UsD0(s)构成系统的稳态平衡域R(AK0), D0(1)为系统的特征空间。本文给出了系统状态空间分解与可稳域Dr(s)的确定方法。 |
| 英文摘要 |
| In this paper, stability and periodic behavior of a class of deterministic discrete event dynamic system (DEDS) are further studied. It has been proved that if the system is stable, the state space Sx can be decomposed into a certain number of stabilizable regions {Dr(s)} in which D0(S) has essential period characteristics, D0(S) is the stable equilibrium region of the stabilizable class UrDr and D0(1) is the eigenspace of the system. A method for decomposing the state and determining the stabilizable {Dr(s)} is given. |