时滞大系统的实用稳定性

Practical Stability of Large Scale Systems with Time Delay

文[1]在考虑具有丰富实际背景,由常微分方程描述的大系统时,得到了一类有关实用稳定性的基本结论:文[2]就Fillipov意义下的不连续大系统取得了相应的结果。本文试图在时滞大系统中建立相应的比较原理。并以此去考虑子系统的实用稳定性,继而获得整个大系统的实用稳定性判别方法。

While large scale systems described by the differential equations with massive practical background were discussed in, some basic results about practical stability were gained, and the corresponding results about discontinuous systems were gained in . In this paper, we try to establish the corresponding comparison prinaiples, and use them to discuss practical stability of the sub—systems. Eventually, we gained some identified methods of practical stability about large scale systems with time delay.