Plenary Speakers: Output Feedback Based Adaptive Control and Parallel Feedforward Compensator - Design and Applications

I. Mizumoto, Shigang Yue
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Abstract

The system is said to be ‘almost strictly positive real (ASPR)’ if there exists a static output feedback such that the resulting closed-loop system is strictly positive real (SPR). The conditions for the system to be ASPR are given by (1) the system is minimum-phase, (2) the system has a relative degree of 1, (3) the high-frequency gain of the system is positive. It is well recognized that, under the ASPR condition, one can easily design stable adaptive output feedback control systems and/or adaptive output tracking control systems which have simple structure utilizing only output of the controlled system. Under the ASPR conditions, the ASPR based adaptive output feedback controls including simple adaptive control (SAC) can reduce the number of adjusting parameters and can design the controller without the knowledge of the order of the controlled system. Therefore, the ASPR based adaptive output feedback controls have strong robustness with respect to system's uncertainties and disturbances so that several kinds of practical applications have been reported. Unfortunately, however, since there are many systems that have relative degree greater than one and/or is not minimum phase, most practical systems do not satisfy these ASPR conditions. One of the simple solution to overcome the problem is to introducing a parallel feedforward compensator (PFC). By introducing the PFC to the controlled system, the difficulty to control uncertain system is drastically alleviated via simple adaptive output feedback based on ASPR properties. In my talk, the basic design concept of the output feedback based adaptive control system is presented and the availability of the PFC is explained. The applicability of the output feedback based adaptive control is also shown with some application results
全体演讲嘉宾:基于输出反馈的自适应控制与并联前馈补偿器——设计与应用
如果存在一个静态输出反馈,使得闭环系统是严格正实的,则系统被称为“几乎严格正实”。系统为ASPR的条件为:(1)系统为最小相位,(2)系统的相对度数为1,(3)系统的高频增益为正。众所周知,在ASPR条件下,仅利用被控系统的输出,就可以很容易地设计出结构简单的稳定自适应输出反馈控制系统和/或自适应输出跟踪控制系统。在asr条件下,包括简单自适应控制(SAC)在内的基于asr的自适应输出反馈控制可以减少调节参数的数量,并且可以在不知道被控系统阶数的情况下设计控制器。因此,基于ASPR的自适应输出反馈控制对系统的不确定性和干扰具有较强的鲁棒性,因此已有几种实际应用的报道。然而,不幸的是,由于有许多系统的相对度大于1和/或不是最小相位,大多数实际系统不满足这些ASPR条件。解决这一问题的一种简单方法是引入并联前馈补偿器(PFC)。将PFC引入到被控系统中,通过基于ASPR特性的简单自适应输出反馈,极大地减轻了不确定系统的控制难度。在我的演讲中,介绍了基于输出反馈的自适应控制系统的基本设计概念,并解释了PFC的可用性。给出了基于输出反馈的自适应控制的应用实例
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