Frequency-domain Analysis for Infinite Resets Systems*

Xinxin Zhang, S. Hosseinnia
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Abstract

Reset control systems have possessed the potential to meet the demands of machines, such as faster response times, improved disturbance rejection and enhanced tracking performance. However, prior research on the analysis and design of reset controllers has been restricted to the assumption of two resets per period, neglecting multiple-reset scenarios. In light of this, we focus on the frequency-domain analysis of Infinite-reset Control Systems, which serve as the limit case of multiple-reset control systems, and propose a new model for their analysis. Through this model, the sensitivity functions of Infinite-reset Control Systems are characterised, linking their frequency-domain and time-domain behaviour. The effectiveness of the infinite-reset system is evaluated through simulation of a reset control system case. The results reveal that the infinitereset system demonstrates improved accuracy in prediction in multiple-reset systems compared to the previous analysis methods. Furthermore, this study provides a deeper understanding of the reset systems.
无限复位系统的频域分析*
复位控制系统具有满足机器需求的潜力,例如更快的响应时间,改进的抗干扰性和增强的跟踪性能。然而,以往对复位控制器分析和设计的研究都局限于假设每个周期有两次复位,忽略了多次复位的情况。鉴于此,本文重点研究了作为多重复位控制系统极限情况的无限复位控制系统的频域分析,并提出了一种新的分析模型。通过该模型,描述了无限复位控制系统的灵敏度函数,将其频域和时域行为联系起来。通过一个复位控制系统的仿真,评价了无限复位系统的有效性。结果表明,与以往的分析方法相比,无限兴趣集系统在多复位系统中的预测精度有所提高。此外,本研究提供了对重置系统的更深层次的理解。
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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