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Study on design of the optimal robust servo control systems and the application to real systems

Study on design of the optimal robust servo control systems and the application to real systems
最优鲁棒伺服控制系统设计及其在实际系统中的应用研究
批准号:
13650484
负责人:
FUNAHASHI Yasuyuki
金额:
$2.24万
依托单位国家:
日本
项目类别:
Grant-in-Aid for Scientific Research (C)
财政年份:
2001
资助国家:
日本
项目状态:
已结题
起止时间:
2001 至 2002

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中文摘要
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英文摘要
It is widely accepted that a robust servo system is based on the internal model principle and can achieve zero steady-state controlled error for a given class of the desired outputs to be tracked and disturbance inputs to be rejected. The purpose of this study is to develop new and effective robust servo systems from the practical point of view.In this study, we have proposed many interesting robust servo systems, for example, servo systems with the optimal steady-state performance, with the optimal disturbance rejection and with the optimal robust performance, and so on. In particular, in our study on servo system with the optimal robust performance, we have posed and have solved on a novel and practical robust performance problem against time-varying perturbations.In the presence of time variation in the plant, however, it can be shown that the steady-state error may no longer be zero and can in fact be quite large even if the internal model principle is employed. This study has pres … More ented a design method of robust servo control system that minimizes the worst case steady-state controlled error under the robust stability in the presence of time-varying norm-bounded unstructured uncertainty. The key point is to show the worst case perturbation that maximizes the steady-state controlled error in the presence of time-varying norm-bounded unstructured uncertainty in an explicit form. As a result, a simple expression is derived for calculating the worst case steady-state error. This expression can provide a feasible method to solve the design problem of controller that minimizes the worst case steady-state controlled error. The proposed controller is obtained easily by solving a simple linear programming problem. Moreover, the proposed design method does not require the conservative assumptions on the weighting function of uncertainty and the plant, which had been imposed on the previous studies. Finally a numerical example illustrates the validity of the proposed method by a simulation. Less
期刊论文(14)
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会议论文
甲村雅彦, 山田学, 舟橋康行, 水野直樹: "未知の周期信号に対する離散時間繰返し制御"第3回適応学習制御シンポジウム講演予稿集. 23-26 (2003)
Masahiko Komura、Manabu Yamada、Yasuyuki Funahashi、Naoki Mizuno:“未知周期信号的离散时间重复控制”第三届自适应学习控制研讨会论文集 23-26 (2003)。
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M.YAMADA and Y.FUNAHASHI: "Minimization of the Worst-Case Steady-State Error for Multivariable Deadbeat Control Systems with Time-Varying Uncertainty"Proceedings of the 41th IEEE Conference on Decision and Control, CDC2002. 3324-3329 (2002)
M.YAMADA 和 Y.FUNAHASHI:“具有时变不确定性的多变量无差拍控制系统的最坏情况稳态误差的最小化”第 41 届 IEEE 决策与控制会议论文集,CDC2002。
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Manabu.YAMADA, Shinichi OHTA, Yasuyuki FUNAHASHI: "State and Output Feedback Stabilization for Second Order Nonholonomic Chained Systems Based on Sampled Data Control Approach"Proceedings of the 22nd American Control Conference, ACC 2003, (Denver, USA). (
Manabu.YAMADA、Shinichi OHTA、Yasuyuki FUNAHASHI:“基于采样数据控制方法的二阶非完整链式系统的状态和输出反馈稳定”第 22 届美国控制会议论文集,ACC 2003,(美国丹佛)。
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H.KATO, Y.FUNAHASHI, W.BANNO: "Continuous-Time H2 and H^∞ Optimal Preview Control (in Japanese)"Transactions of the Society of Instrument and Control Engineering. Vol.38. 604-608 (2002)
H.KATO、Y.FUNAHASHI、W.BANNO:“连续时间 H2 和 H^∞ 最优预览控制(日文)”仪器与控制工程学会汇刊第 38 卷(2002 年)。
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