Stability margins of singularly perturbed discrete‐time systems based on state feedback and linear quadratic optimal control

Chiu‐Pin Cheng; Tzuu‐Hseng S. Li; York‐Yih Sun

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Stability margins of singularly perturbed discrete‐time systems based on state feedback and linear quadratic optimal control

机译：Stability margins of singularly perturbed discrete‐time systems based on state feedback and linear quadratic optimal control

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AbstractMathematical descriptions of the stability margins of discrete singularly perturbed systems are proposed. These descriptions are carried out on the basis of state feedback control and the major results are as follows: (1) the stability margins of a composite controlled system appear to be bounded by those of its subsystems; (2) the solution of the ∞‐bound for the desired stability margins is obtained; (3) some properties of linear quadratic optimal control for singularly perturbed systems are provided; (4) the effect of ϵ on the robustness is also presented under linear quadratic optimal con

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《optimal control applications and methods》 |1992年第3期|227-245|共页
作者
Chiu‐Pin Cheng; Tzuu‐Hseng S. Li; York‐Yih Sun;
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正文语种英语
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Stability margins; Singularly perturbed system; Linear quadratic (LQ) optimal control; Two‐time‐scale (TTS) system; Slow subsystem; Fast subsystem;

Stability margins of singularly perturbed discrete‐time systems based on state feedback and linear quadratic optimal control

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