摘要
本文提出了线性奇异系统方程的一种解法,在拉氏变换的基础上加以适当的变量替换,利用Cayley-Hamiltan定理,将矩阵函数展开成有限项,从而求出该奇异系统的分析解。
The solutions for linear singular systems was presented on the basis of Laplace-transformation, aided by the suitable variable substitution, we use Cayley-Hamiltan theorem to expand the matrix function into finite terms, so that we can find the solutions of the singular systems.
关键词
奇异系统
矩阵函数
网络分析
Singular system, Function of a matrix, Echelon matrix.
