郑兵, 徐宁寿. 方块脉冲函数用于双线性系统的分析和辨识[J]. 北京工业大学学报, 1982, 8(4): 14-24.
    引用本文: 郑兵, 徐宁寿. 方块脉冲函数用于双线性系统的分析和辨识[J]. 北京工业大学学报, 1982, 8(4): 14-24.
    Zheng Bing, Xu Ning-shou. Analysis and Identification of Bilinear Systems via Block-Pulse Functions[J]. Journal of Beijing University of Technology, 1982, 8(4): 14-24.
    Citation: Zheng Bing, Xu Ning-shou. Analysis and Identification of Bilinear Systems via Block-Pulse Functions[J]. Journal of Beijing University of Technology, 1982, 8(4): 14-24.

    方块脉冲函数用于双线性系统的分析和辨识

    Analysis and Identification of Bilinear Systems via Block-Pulse Functions

    • 摘要: 本文利用方块脉冲函数的特点,对双线性系统的分析及辨识问题进行了讨论,得出了一套便于应用的递推算法。与用沃尔什函数辨识双线性系统的方法相此,文中所得的结果更为简洁、明了,且子区间的分段数可任意选取,故可节省计算机内存和机时,减少舍入误差,并且递推算法有助于实现实时在线辨识。

       

      Abstract: Problems ot analysis and identification of bilinear systems via block-pulse functions arc discussed, and recursive algorithms convenient for computer are presented. Compared with walsh function approaches, the results are much simpler in form. In this method, any positive integer could be chosen as the number of sub-intervals. Consequently, much computing time and storage could be saved and round off error reduced. The recursive algorithm developed also makes it possible to identify the -parameters of bilinear systems on-line.

       

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