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首页> 外文期刊>Transactions of the Institute of Measurement and Control >Non-linear contour tracking using feedback PID and feedforward position domain cross-coupled iterative learning control
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Non-linear contour tracking using feedback PID and feedforward position domain cross-coupled iterative learning control

机译:非线性轮廓跟踪使用反馈PID和馈电位置域交叉耦合迭代学习控制

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摘要

In this paper, a position domain cross-coupled iterative learning controller combining proportional-integral-derivative(PID)-type iterative learning control (ILC) and proportional-derivative(PD)-type cross-coupling control (CCC) is presented aiming at non-linear contour tracking in multi-axis motion systems. Traditional individual control methods in the time domain suffer from poor synchronization of relevant motion axes. The complicated computation of coupling gains in CCC and cross-coupled ILC (CCILC) restricts their applications for non-linear contour. The proposed position domain CCILC (PDCCILC) approach introduces a position domain design concept into CCILC to improve synchronization and performance for non-linear contour tracking and it relies less on the accuracy of coupling gains than conventional CCILC. The stability and performance analysis are conducted using a lifted system representation. The contour error vector method is applied to estimate the coupling gains in simulations and experiments. Simulation and experimental results of three typical non-linear contour tracking cases (i.e. semi-circle, parabola and spiral) based on a two-axis micro-motion stage demonstrate superiority and efficacy of the proposed feedback PID and feedforward PDCCILC compared with existing ILC and CCILC in the time domain.
机译:本文介绍了一种位置域交叉耦合迭代学习控制器,其组合比例积分衍生物(PID)迭代学习控制(ILC)和比例衍生(PD)型交叉耦合控制(CCC)的位置多轴运动系统中的非线性轮廓跟踪。时域中的传统个体控制方法遭受相关运动轴的同步不良。 CCC和交叉耦合ILC(CCILC)中的耦合增益的复杂计算限制了它们对非线性轮廓的应用。所提出的位置域CCILC(PDCCILC)方法将位置域设计概念引入CCILC,以改善非线性轮廓跟踪的同步和性能,并且它依赖于耦合增益的准确性而不是传统的CCILC。使用提升系统表示进行稳定性和性能分析。应用轮廓误差矢量方法来估计模拟和实验中的耦合增益。基于双轴微观运动阶段的三种典型非线性轮廓跟踪壳体(即半圆,抛物线和螺旋)的仿真和实验结果证明了与现有ILC相比,所提出的反馈PID和馈电PDCCILC的优越性和功效ccilc在时域。

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