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| Received:February 16, 2004Revised:January 10, 2005 |
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| Exponential stability of switched systems with imp ulsive effect |
| Guangdeng ZONG , Yuqiang WU |
| (Research Institute of Automation ,Qufu Normal University ,Qufu Shandong 273165 , China ;Research Institute of Automation ,Southeast University ,Nanjing Jiangsu 210096 , China) |
| Abstract: |
| The exponential stability of a class of switched systems containing stable and unstable subsystems with impulsive effect is analyzed by using the matrix measure concept and the average dwell- time approach. It is shown that if appropriately a large amount of the average dwell- time and the ratio of the total activation time of the subsystems with negative matrix measure to the total activation time of the subsystems with nonnegative matrix measure is chosen , the exponential stability of a desired degree is guaranteed. Using the proposed switching scheme ,we studied the robust exponential stability for a class of switched systems with impulsive effect and structure perturbations. Simulations validate the main results. |
| Key words: Matrix measure Average dwell- time Exponential stability Hybrid dynamical systems |