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Solution of Equations of State and Output Feedback for a Line Transmission Via Invariant Subspaces

机译:通过不变子空间的状态和输出反馈的方程解

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The objective of this paper is to find a solution by output feedback static for state matrices representing a transmission line whose parameters longitudinal do not take into account the effects of frequency. The transmission line is represented by a cascade of π circuits, and the results presented are based on the concept of (C, A, B)-invariance and on the coupled Sylvester equations. We present algorithms for computation of the output feedback matrix based on eigenvalues assignment techniques. The simulations are performed in MATLAB.
机译:本文的目的是通过输出反馈静态找到一个解决方案,用于表示传输线的状态矩阵,其参数纵向不考虑频率的影响。传输线由π电路的级联表示,并且所提供的结果基于(C,A,B)-Invariance和耦合的Sylvester方程的概念。我们基于特征值分配技术提供了用于计算输出反馈矩阵的算法。模拟在MATLAB中执行。

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