奇异多变量系统传输零点的表征与计算

29th IEEE Conference on Decision and Control Pub Date : 1990-12-05 DOI:10.1109/CDC.1990.203596

P. Misra, G. Gu, P. Van Dooren

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引用次数: 7

摘要

给出了“奇异”线性多变量系统模型(E, a, B, C, D)的传输零点的状态空间表征，其中E是一个奇异矩阵。该表征是基于将传递零点定义为给定5元组的传递函数矩阵的有限零点。在此基础上，提出了一种计算奇异系统传输零点的数值算法。文中给出了几个数值算例来说明所提出的方案。

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Characterization and computation of transmission zeros of singular multivariable systems

Presented is a state-space characterization of transmission zeros of 'singular' linear multivariable system models (E, A, B, C, D), where E is a singular matrix. The characterization is based on defining the transmission zeros as the finite zeros of the transfer function matrix of the given 5-tuple. Based on the proposed characterization, a numerical algorithm is developed for computation of the transmission zeros of singular systems. Several numerical examples are included to illustrate the proposed scheme.<>

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29th IEEE Conference on Decision and Control

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