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- Stability Robustness Bounds for Uncertain Large-Scale Time-Delay Systems and Its Stabilization by Decentralized Dynamic Compensators
- Robust Decentralized Stabilization for Large-Scale Systems with Time-Delays
- Estimating the Delay Time for the Stability of Large-Scale Time-Delay Systems with Delay-Dependence
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題名 | Stability Robustness Bounds for Uncertain Large-Scale Time-Delay Systems and Its Stabilization by Decentralized Dynamic Compensators=大型時延系統的強健穩定界限及分散式動態補償器之設計 |
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作者姓名(中文) | 顏錦柱; 蔡聖鴻; 孔蕃鉅; | 書刊名 | Journal of the Chinese Institute of Electrical Engineering |
卷期 | 5:1 1998.02[民87.02] |
頁次 | 頁89-97 |
分類號 | 448.51 |
關鍵詞 | 大型時延系統; 漢米托尼恩矩陣; 代數雷卡帝方程式; 分散式動態補償器; Large-scale time-delay systems; Hamiltonian matrix; Algebraic riccati equation; Decentralized dynamic compensator; |
語文 | 英文(English) |
英文摘要 | 此文章,針對大型時延系統,推導出兩個主要結果。首先提出一個充分條件,用 以決定大型時延系統受到擾動時的強健穩定性。透過檢驗漢米托尼恩矩陣及代數雷卡帝方程 式之解,我們可以估測出此系統所可以忍受的擾動範圍。經由例子比較,此範圍優於以往文 獻的結果。其次,我們進一步設計分散式動態補償器,藉以穩定一受擾動之大型時延系統。 值的一提的是,此動態補償器,只需使用可以量測的輸出變數,而且各耦合項亦不需要滿足 所謂的匹配條件。 ncertainties are estimated so that systems remain stable. The second result is the successful design of decentralized dynamic compensators, which use only those local output variables, to the stabilization problem of large-scale time-delay systems. No constraint of matched condition is imposed on the interconnection pattern. Numerical examples are given to illustrate the presented results. |
本系統之摘要資訊系依該期刊論文摘要之資訊為主。