대한전기학회:학술대회논문집 (Proceedings of the KIEE Conference)

대한전기학회 (The Korean Institute of Electrical Engineers)
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2차 형식 Lyapunov 함수에 기초한 강인한 안정조건

Robust Stable Conditions Based on the Quadratic Form Lyapunov Function

  • 이동철 (부경대학교 전기.제어계측공학부) ;
  • 배종일 (부경대학교 전기.제어계측공학부) ;
  • 조봉관 (부경대학교 전기.제어계측공학부) ;
  • 배철민 (부경대학교 전기.제어계측공학부)
  • Lee, Dong-Cheol (Division of Electrical Control & Instrumentation Engineering Pukyong National University) ;
  • Bae, Jong-Il (Division of Electrical Control & Instrumentation Engineering Pukyong National University) ;
  • Jo, Bong-Kwan (Division of Electrical Control & Instrumentation Engineering Pukyong National University) ;
  • Bae, Chul-Min (Division of Electrical Control & Instrumentation Engineering Pukyong National University)
  • 발행 : 2004.07.14
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초록

Robust stable analysis with the system bounded parameteric variation is very important among the various control theory. This study is to investigate the robust stable conditions using the quadratic form Lyapunov function in which the coefficient matrix is affined linear system. The quadratic stability using the quadratic form Lyapunov function is not investigated yet. The Lyapunov unction is robust stable not to be dependent by the variable parameters, which means that the Lyapunov function is conservative. We suggest the robust stable conditions in the Lyapunov function in which the variable parameters are dependent in order to reduce the conservativeness of quadratic stability.

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