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Incremental Passivity and Incremental Passivity-Based Output Regulation for Switched Discrete-Time Systems

机译:开关量离散系统的增量无源性和基于增量无源性的输出调节

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This paper investigates incremental passivity and output regulation for switched discrete-time systems. We develop the results in two parts. First of all, a concept of incremental passivity is proposed to describe the overall incremental passivity property of a switched discrete-time system in the absence of the classic incremental passivity property of the subsystems. A condition for incremental passivity is given. A certain negative output feedback is designed to produce asymptotic stability. Incremental passivity is shown to be preserved under feedback interconnection. The second part of this paper is concerned with an application of the incremental passivity theory to the output regulation problem for switched discrete-time systems. The key idea is to construct a switched internal model with incremental passivity, which closely links the solvability of the output regulation problem. A characteristic of the switched internal model is that it does not necessarily switch synchronously with the controlled plant, which greatly increases the freedom of design. Once such a switched internal model is established, the output regulation problem is then solved by construction of the feedback interconnection between the controlled plant and the switched internal model. The main usefulness of the strategy is to get rid of the solvability of the output regulation problem for the subsystems.
机译:本文研究了离散时间切换系统的增量无源性和输出调节。我们将结果分为两个部分。首先,提出了增量无源性的概念,以描述在不具有子系统的经典增量无源性的情况下切换离散时间系统的整体增量无源性。给出了增加被动性的条件。一定的负输出反馈旨在产生渐近稳定性。增量无源性显示在反馈互连下得以保留。本文的第二部分涉及增量无源性理论在切换离散时间系统的输出调节问题中的应用。关键思想是构建具有增量无源性的切换内部模型,该模型将输出调节问题的可解性紧密联系在一起。切换后的内部模型的一个特征是,它不必与受控工厂同步切换,这大大增加了设计的自由度。一旦建立了这种切换内部模型,就可以通过构建受控工厂和切换内部模型之间的反馈互连来解决输出调节问题。该策略的主要用途是摆脱子系统的输出调节问题的可解性。

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