대한전기학회논문지 (The Transactions of the Korean Institute of Electrical Engineers)
- 제41권3호
- /
- Pages.300-310
- /
- 1992
- /
- 0254-4172(pISSN)
구조적 불확실성을 갖는 선형계의 강인한 극배치 제어
Robust Pole Assignment Control for Linear Systems with Structured Uncertainty
초록
This paper deals with the problem of robust pole-assignment control for linear systems with structured uncertainty. It considers two cases whose colsed-loop characteristic equations are presented as a family of interval polynomial and polytopic polynomial family respectively. We propose a method of finding the pole-placement region in which the fixed gain controller guarantees the required damping ratio and stability margin despite parameter perturbation. Some results of Kharitonov like stability and two kinds of transformations are included. As an illustrative example, we show that the proposed method can apply effectivly to the single magnet levitation system including some uncertainties (mass, inductance etc.).
키워드