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Steady-state, harmonic response and moments of linear systems with periodic jumps

机译:周期跳跃的稳态,谐波响应和线性系统的时刻

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摘要

By relying on the recently introduced notion of transfer function for linear hybrid systems with periodic jumps, herein we extend, for the first time, frequency-domain analysis tools - well-known and extensively used in the context of purely continuous or discrete time systems - to such a class of hybrid systems. In fact, knowledge of the transfer function allows for the frequency-domain definition of the notion of 0-th moment of the underlying hybrid system, which is instrumental, e.g. for the solution to model reduction or input-output system identification problems. It is shown, in addition, that the notion of moment based on the hybrid transfer function possesses an interesting time-domain counterpart, hence extending the results obtained for purely continuous-time systems. To further substantiate the theoretical claims, the paper is concluded by the frequency-domain robustness analysis of the classical consensus protocol in the presence of sampled measurements. (C) 2020 European Control Association. Published by Elsevier Ltd. All rights reserved.
机译:通过依赖于最近引入的具有周期性跳跃的线性混合系统的传递函数的概念,在这里,我们首次扩展频域分析工具 - 众所周知的和广泛地用于纯连续或离散时间系统的背景下 - 到这样一类混合系统。实际上,传递函数的知识允许底层混合系统的第0次概念的频域定义,这是仪器的,例如,对于模型减少或输入输出系统识别问题的解决方案。此外,还示出了基于混合传递函数的时刻概念具有一个有趣的时域对应物,因此扩展了纯连续时间系统获得的结果。为了进一步证实理论权利要求,本文通过在存在采样测量的情况下的经典共识方案的频率域稳健性分析来结束。 (c)2020欧洲控制协会。 elsevier有限公司出版。保留所有权利。

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