这份报纸与间隔为连续时间的不明确的交换单个系统的一个班调查柔韧的指数的考虑的问题变化时间的延期。由定义,一个适当地构造的 decay-rate-dependent Lyapunov 函数和平均居住预定途径, delay-range-dependent 足够的状况为常规的名字的系统被导出,推动免费、指数地稳定。这个条件也被扩大到不明确的大小写。获得的结果在连续时间的交换单个时间延期系统提供一个解决方案给基本问题之一,也就是说为交换单个时间延期系统为哪个是常规的发信号识别切换,推动免费、指数地稳定。数字例子被给表明获得的结果的有效性。
This paper investigates the problem of robust exponential admissibility for a class of continuous-time uncertain switched singular systems with interval time-varying delay.By defining a properly constructed decay-rate-dependent Lyapunov function and the average dwell time approach,a delay-range-dependent sufficient condition is derived for the nominal system to be regular,impulse free,and exponentially stable.This condition is also extended to uncertain case.The obtained results provide a solution to one of the basic problems in continuous-time switched singular time-delay systems,that is,to identify a switching signal for which the switched singular time-delay system is regular,impulse free,and exponentially stable.Numerical examples are given to demonstrate the effectiveness of the obtained results.