研究了一类虚拟控制系数未知的非线性参数化时滞系统的自适应衰减问题.利用参数分离技术和backstepping设计方法构造自适应H∞控制器,使闭环系统在L2增益下从干扰输入到系统输出的影响任意小,并且无外部干扰时,系统内稳.
The problem of adaptive disturbance attenuation is addressed for a class of nonlinearly parameterized delayed systems with unknown virtual control coefficients. Using parameter separation and backstepping technique, a novel adaptive H∞ controtler is constructed. The proposed controller guarantees the effect from external disturbance to the system output in sense of L2gain arbitrarily small, and the system states are asymptotically stable without disturbance.