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Circle Condition-Based Feedback Compensation With Frequency Shaping for Improvement of Settling Performance

机译:基于圆环条件的频率整形反馈补偿,以改善稳定性能

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This paper presents a novel feedback (FB) controller design on the basis of a circle condition for the fast and precise positioning of mechatronic systems. In general FB controller design, both disturbance suppression and system stability (i.e., gain and phase margins) are essential indexes to provide the desired control performance. A circle condition-based FB controller design by an optimization framework using a linear matrix inequality (LMI) technique has been already proposed in the literature, where the disturbance suppression performance was successfully improved with the desired stability margin. However, since the conventional approach did not consider the frequency shaping of FB control system, the fine positioning performance was deteriorated by response variations due to mechanical parameter variations, disturbances, and/or plant uncertainties. In this paper, therefore, a circle condition-based FB controller design considering the frequency shaping is proposed to achieve robust properties against the response variations. Effectiveness of the proposed approach has been verified by numerical simulations and experiments using a prototype of linear motor-driven table system.
机译:本文提出了一种基于圆环条件的新颖反馈(FB)控制器设计,用于机电系统的快速精确定位。在一般的FB控制器设计中,干扰抑制和系统稳定性(即增益和相位裕量)都是提供所需控制性能的基本指标。在文献中已经提出了通过使用线性矩阵不等式(LMI)技术的优化框架设计基于圆环条件的FB控制器的方法,其中干扰抑制性能已成功提高,并具有所需的稳定性余量。但是,由于常规方法未考虑FB控制系统的频率整形,因此由于机械参数变化,干扰和/或工厂不确定性引起的响应变化而导致精细定位性能下降。因此,在本文中,提出了一种考虑频率整形的基于圆形条件的FB控制器设计,以实现针对响应变化的鲁棒特性。使用线性电动机驱动工作台系统的原型,通过数值模拟和实验验证了该方法的有效性。

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