异步自学习控制的频域稳定性分析

FREQUENCY-DOMAIN STABILITY ANALYSIS OF ASYNCHRONOUS LEARNING CONTROL SYSTEM

  • 摘要: 本文首先研究了一般频域形式的异步自学习控制系统的稳定性,然后基于渐消记忆和E(k+1)(s)反馈,得到了一种稳定域更宽的重要变形,并证明了有关的定理与推论,给出了学习矩阵与稳定圆的几何关系,文中还进一步利用DNA法,得到一个渐近稳定条件.给出若干结论.

     

    Abstract: he frequencydomain stahility of general asynchronous learning control system(ALC)is an alyzed, its modification with more strong stability condition,based on memory with forgetting factor andfeedback from E(k+1)(s), is derived, the strict proof on related theorem and corollary is provided, and the geometric relationship between the learning matrix and the stability circle is discussed. Furthermore,an asymp-totic stability condition of ALC is obtained by using DNA method and some conclusions are given.

     

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