PARAMETRIZATION OF THE SET OF REGULAR AND SUPERREGULAR STABILIZING CONTROLLERS

机译：常规和超级稳定控制器集的参数化

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The characterization of stabilizing controllers is discussed from the behavioral point of view. The main results provide parametrizations of the set of regular and superregular stabilizing controllers in terms of rational kernel representations of the plant.

机译：讨论了稳定控制器的表征，从行为的观点讨论。主要结果在植物的理性核表示方面提供了一套定期和超级稳定控制器的参数化。

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《IEEE Conference on Decision and Control》|2007年||共6页
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Jan C. Willems; Yutaka Yamamoto;
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中图分类 TP273-53;
关键词
Behaviors; Control in a behavioral setting; Stabilizing controllers; Regular controllers; Superregular controllers; Dead-beat controllers;

机译：行为;在行为设置中控制;稳定控制器;常规控制器;超级控制器;死区控制器;

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专利

1. Parametrization Of Sets Of Stabilizing Controllers In Mechanical Systems [J] . F, A, Aliev, International Applied Mechanics . 2008,第6期

机译：机械系统中稳定控制器组的参数化
2. ON THE PARAMETRIZATION OF NONLINEAR FINITE GAIN OVER SET STABILIZING CONTROLLERS [J] . Choi J., Manousiouthakis V. Systems and Control Letters . 1996,第3期

机译：集稳定控制器上的非线性有限增益参数化研究
3. PARAMETRIZATION OF STABILIZING AND ROBUST STABILIZING OUTPUT FEEDBACK CONTROLLERS FOR JUMP LINEAR DISCRETE-TIME SYSTEMS [J] . PAVEL PAKSHIN, VLADIMIR PACHAEV Systems Science . 2005,第2期

机译：跳跃线性离散时间系统稳定与鲁棒稳定输出反馈控制器的参数化
4. PARAMETRIZATION OF THE SET OF REGULAR AND SUPERREGULAR STABILIZING CONTROLLERS [C] . Jan C. Willems, Yutaka Yamamoto IEEE Conference on Decision and Control . 2007

机译：常规和超级稳定控制器集的参数化
5. Design of PID Controller Based on the Stabilizing Set [D] . Yang, Xingzi. 2018

机译：基于稳定集的PID控制器设计
6. Computation of robustly stabilizing PID controllers for interval systems [O] . Radek Matušů, Roman Prokop -1

机译：区间系统的鲁棒稳定PID控制器的计算
7. Nonlinear Controller Design for Linear Systems via the Parametrization of Nonlinear Stabilizing Controllers [O] . Kenji FUJIMOTO, Akira OGA, Toshiharu SUGIE 1998

机译：非线性系统通过非线性稳定控制器参数化的非线性控制器设计
8. State-Space Approach to Parametrization of Stabilizing Controllers for Nonlinear Systems. [R] . Lu, W. 1994

机译：非线性系统稳定控制器参数化的状态空间方法。

PARAMETRIZATION OF THE SET OF REGULAR AND SUPERREGULAR STABILIZING CONTROLLERS

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