线性振动阻尼系统的若当(Jordan)约化解法

Solution of Jordan Reduction for Linear Oscillation Damped System

针对单自由度线性振动阻尼系统的求解提出了一种变换方法.运用矩阵分析的理论,通过引入矩阵函数变换,对多自由度阻尼振动系统的求解也建立了有效的途径.

This paper presents a transformational method about the solution of single-degree-of- freedom damped linear oscillation. It contributes a effort approach to solve multi-degree-of-freedom damped linear system by using the theory of matrix analysis through matrix function transformation.