Reduced order type-k disturbance observer based on a generalized Q-filter design scheme

Youngjun Joo, Gyunghoon Park
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引用次数: 5

Abstract

As a robust control scheme, a disturbance observer (DOB) has been widely employed in industrial applications to reject the effect of disturbances and plant uncertainties. The disturbance rejection performance of DOB is mainly determined by the design of two Q-filters, which are the core components of DOB structure. Despite the different roles of each Q-filter, they have been typically designed to have the same structure. In this paper, we generalize Q-filters' structures based on the observation about each Q-filter's objective and derive a robust stability condition for the proposed DOB based control system. In addition, following the generalized Q-filter design scheme, a reduced order type-k DOB is proposed to enhance the disturbance rejection performance and reduce the order of type-k DOB compared with the conventional one. Finally, a constructive Q-filter design procedure for guaranteeing robust stability of the closed-loop system is proposed under parametric uncertainties of plant which belong to an arbitrarily large compact set.
基于广义q滤波器设计方案的降阶k型扰动观测器
作为一种鲁棒控制方案,扰动观测器(DOB)被广泛应用于工业应用中,以抑制扰动和对象不确定性的影响。DOB的抗扰性能主要取决于两个q滤波器的设计,这两个q滤波器是DOB结构的核心部件。尽管每个Q-filter的作用不同,但它们通常被设计成具有相同的结构。本文通过对每个q -滤波器目标的观察,对q -滤波器的结构进行了推广,并给出了基于DOB的控制系统的鲁棒稳定性条件。此外,根据广义q -滤波器设计方案,提出了一种降阶k型DOB,以提高抗扰性能,并与传统的k型DOB相比降低了k型DOB的阶数。最后,提出了一种保证闭环系统在任意大紧集对象参数不确定情况下鲁棒稳定性的构造q滤波器设计方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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