矩阵铅笔法与向量拟合在电力系统动力学分析中的比较

D. T. Chavarin, J. L. Naredo
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引用次数: 2

摘要

理性函数在电力系统动力学分析中起着核心作用。矢量拟合(Vector Fitting, VF)是在频域上综合电力系统各单元和子网络的有理函数最常用的方法之一。本文提出了时域的矩阵铅笔法(Matrix Pencil Method, MPM)作为一种可行的替代方法。本文提出了一种改进的MPM方法。比较了VF和MPM两种方法,并将其应用于传输线传递(传播)函数的合理综合。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Matrix Pencil Method vs Vector Fitting in the analysis of power-system dynamics
Rational functions play a central role in the analysis of the dynamics of electric power systems. One of the most used methods to synthesize rational functions of power system elements and sub-networks in frequency domain is Vector Fitting (VF). This paper presents the Matrix Pencil Method (MPM) of the time domain as a viable alternative to rational synthesis. A modification of MPM is proposed in this paper. The two methods, VF and MPM, are compared and applied in the rational synthesis of the transfer (propagation) function of a transmission line.
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