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An observer-based control scheme using negative-imaginary theory

机译:基于观察者的控制方案,使用负虚构理论

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This paper presents a full-order state observer-based scheme that transforms a causal, LTI, minimally realized system into a strongly strict negative-imaginary system by defining an auxiliary output based on the observed states. The auxiliary output is used for closed-loop control with positive feedback invoking the internal stability condition of negative-imaginary theory. A set of LMI conditions is derived that determines the value of a design parameter mu, required for the proposed scheme to transform a given system with a minimal state-space realization into a strongly strict negative-imaginary system. The proposed scheme is applicable for both stable/unstable and square/non-square systems. In this paper, the framework is further explored for robustness analysis of uncertain systems and numerical examples are given to elucidate effectiveness of the proposed results. (C) 2017 Elsevier Ltd. All rights reserved.
机译:本文介绍了一种基于全秩略的观察者的方案,通过定义基于观察状态的辅助输出来转换因果,LTI,最小实现的系统到强严格的负虚构系统中。 辅助输出用于闭环控制,具有调用负虚构理论的内部稳定性条件。 导出一组LMI条件,其确定所提出的方案所需的设计参数MU的值,该方案将具有最小状态空间实现的给定系统转换为强烈严格的负虚构系统。 该拟议方案适用于稳定/不稳定和方形/非方形系统。 在本文中,进一步探索了对不确定系统的鲁棒性分析的框架,并给出了阐明了所提出的结果的有效性。 (c)2017 Elsevier Ltd.保留所有权利。

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