具有跟踪特性的最小方差自校正控制器

郑勤, 吴宏鑫

郑勤, 吴宏鑫. 具有跟踪特性的最小方差自校正控制器[J]. 信息与控制, 1986, 15(6): 1-5.
引用本文: 郑勤, 吴宏鑫. 具有跟踪特性的最小方差自校正控制器[J]. 信息与控制, 1986, 15(6): 1-5.
Zheng Qin, Wu Hongxin. A Minimum-variance Self-tuning Controller with Tracking Property[J]. INFORMATION AND CONTROL, 1986, 15(6): 1-5.
Citation: Zheng Qin, Wu Hongxin. A Minimum-variance Self-tuning Controller with Tracking Property[J]. INFORMATION AND CONTROL, 1986, 15(6): 1-5.

具有跟踪特性的最小方差自校正控制器

A Minimum-variance Self-tuning Controller with Tracking Property

  • 摘要: 本文提出一种具有跟踪特性的最小方差自校正控制算法.用本算法设计的控制系统,可以得到优于用其他最优算法设计的系统所能得到的跟踪特性,同时又保持了对噪声的最小方差控制能力.此算法适用于任何稳定/非稳定,最小相位/非最小相位系统,也可以认为它是文(7)中算法的发展,而具有比文(7)中算法更易于设计和更优的跟踪和调节特性.
    Abstract: This paper proposes a minimum-variance self-tuning control algorithm withtracking property.Closed-loop systems designed with this algorithm can get a better tracking property than that designed with other optimal algorithms,and atthe same time,retaines the minimum-variance control ability to noises.The algorithm can be applied to any stable/unstable minimum-phase/nonminimum-phasesystems.It may be regarded also as a development of the algorithm of (7).Thisalgorithm in comparison with the algorithm of (7) is quite easier to design andhas better tracking and regulating characteristics.
  • [1] ÅstrÅm, K,J, and Wittenmark, B.(1973),0n Self-tuning Regulator,Automatics,9,185,
    [2] Clarke, D,W, and Gawthrop,P, J,(1975),Self-tuning Controller,Proc, IEE,Pt.D .122,929.
    [3] Clarke, D,W,et al, (1985),A Generalized LQG Approach to Self-tuning Control, Int,J,Control,6.1509.
    [4] Peterka,V, (1972),On Steady State Minimum Variance Strategy,Kybernetika, pp, 225-231.
    [5] Peterka, V,(1984),Predictor-based Self-tuning,Control, Automatica,1,39,
    [6] Wellstead, P, E, and Sanaff, S,P,(1981),Extended Self-tuning algorithm, Int,I,Control,34,423,
    [7] 郑勤,一种具有抑制噪声性质的极点配丑自校正控制器,信息与控制,1985年第3期.
计量
  • 文章访问数: 
  • HTML全文浏览量:  0
  • PDF下载量: 
  • 被引次数: 0
出版历程
  • 收稿日期:  1986-07-17
  • 发布日期:  1986-12-19

目录

    /

    返回文章
    返回
    x