High-performance motion control of an XY stage for complicated contours with BFC trajectory planning

Ji Chen, Chuxiong Hu, Y. Zhu, Ze Wang
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引用次数: 1

Abstract

To meet the requirements of contouring accuracy, multi-axis coordination, and high productivity in the fields of machining tools, many researchers devote to exploring various strategies in terms of controller design, coordinate frame construction, and trajectory planning for high-performance multi-axis motion. In this paper, a generalized global task coordinate frame (GTCF) is constructed for complicated contours to make the calculation of contouring error equal to the first-order approximation of the actual contouring error at any position in the GTCF no matter how large the tracking error or contour curvature would be, which suggests that the contouring error of complicated curves can be directly controlled in the GTCF. Furthermore, an experimental investigation is conducted over an XY linear-motor-driven stage on the combination of a GTCF based learning adaptive robust controller (LARC) with a back and forward check (BFC) algorithm. The LARC scheme is designed in a serial structure of an adaptive robust control (ARC) term and an iterative learning control (ILC) term, which guarantees good parametric adaptation and excellent contouring accuracy. In addition, the BFC algorithm provides an efficient computation for minimum time feed-rate optimization. A Lissajous curve and flower-shape curves are used as case studies to demonstrate the efficacy of the generalized GTCF based LARC scheme with BFC. The proposed GTCF-LARC-BFC approach provides a high-performance and efficient contouring control framework as a guidance for applications in motion control on industrial XY systems such as precision laser engravers.
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基于BFC轨迹规划的复杂轮廓XY平台高性能运动控制
为满足机床加工领域对轮廓精度、多轴协调性和高生产率的要求,许多研究者致力于探索高性能多轴运动的控制器设计、坐标框架构建和轨迹规划等策略。本文针对复杂轮廓构造了广义全局任务坐标框架(GTCF),无论跟踪误差或轮廓曲率有多大,在GTCF中任意位置计算的轮廓误差都等于实际轮廓误差的一阶逼近,表明在GTCF中可以直接控制复杂曲线的轮廓误差。此外,在XY直线电机驱动平台上,对基于GTCF的学习自适应鲁棒控制器(LARC)与前后校验(BFC)算法的组合进行了实验研究。LARC方案采用自适应鲁棒控制(ARC)项和迭代学习控制(ILC)项的串联结构,保证了良好的参数自适应和良好的轮廓精度。此外,BFC算法为最小时间馈电率优化提供了有效的计算。以Lissajous曲线和花形曲线为例,验证了基于广义GTCF和BFC的LARC方案的有效性。提出的GTCF-LARC-BFC方法为高精度激光雕刻机等工业XY系统的运动控制应用提供了高性能和高效的轮廓控制框架。
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Morphological component decomposition combined with compressed sensing for image compression An adaptive nonlinear iterative sliding mode controller based on heuristic critic algorithm Analysis of static and dynamic real-time precise point positioning and precision based on SSR correction High-performance motion control of an XY stage for complicated contours with BFC trajectory planning An improved swarm intelligence algorithm for multirate systems state estimation using the canonical state space models
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