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大系统渐近稳定的向量V函数法
引用本文:张继业,舒仲周.大系统渐近稳定的向量V函数法[J].控制理论与应用,1996,13(3):386-390.
作者姓名:张继业  舒仲周
作者单位:西南交通大学应用力学研究所
摘    要:利用分解集结和向量V函数法解大系统的渐近稳定性问题是一种十分有效的方法,但过去一般限于集结成常系数线性比较方程,得到的只是指数稳定,本文研究了非线性比较方程的构造方程,给出了比较方程稳定性的判定定理,并举例说明其用处。

关 键 词:稳定性  大系统  向量V函数法
收稿时间:1995/3/8 0:00:00
修稿时间:1995/11/6 0:00:00

The Vector V-Functions Method of the Asymptotic Stability for the Large-Scale Systems
ZHANG Jiye,and,SHU Zhongzhou.The Vector V-Functions Method of the Asymptotic Stability for the Large-Scale Systems[J].Control Theory & Applications,1996,13(3):386-390.
Authors:ZHANG Jiye  and  SHU Zhongzhou
Abstract:Using decomposition-aggregation and vector V-functions to solve stability problem of largescale systems is an important and effective method. But in the past, it was always limited to aggregate the linear comparison equation with constant coeffecients and only the exponential stability might be determinted. In this paper, the methods to construct nonlinear comparison equations in more general form are studied, criteria of the stability for nonlinear comparison equations are obtained and usage of the Vector Vfunctions method is illustrated by some examples.
Keywords:stability  large-scale system  comparison equation  
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