Tangential velocity tracking-based cross-coupled control method with variable feedrate for biaxial parametric curve following

Runji Ke, Taiyong Wang, Libo Cao
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Abstract

To address the inaccurate contour error calculation problem in traditional cross-coupled control (CCC) methods for biaxial motion systems, this paper presents a novel CCC method based on a recently developed tangential velocity tracking (TVT) strategy. It has the advantage that existing high-precision algorithms for searching the foot point can be directly integrated to obtain the excellent estimation accuracy of contour error. The cumbersome parameter tuning for position controllers of each axis is unnecessary. Moreover, a velocity interpolator for parametric curves is developed to extend the TVT strategy to the variable feedrate case. The stability of the TVT-based CCC system is proved using a quadratic Lyapunov function. Comparative experiments are carried out, and the results indicate that the estimation deviation of contour error in the TVT-based CCC method can be constrained within 1 μm. The maximum contour error is significantly reduced by 65.32% and 50.10% compared with the traditional CCC methods based on tangential and circular approximations, respectively.
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基于切向速度跟踪的交叉耦合控制方法,用于双轴参数曲线跟踪的可变进给速率
为解决传统双轴运动系统交叉耦合控制(CCC)方法中轮廓误差计算不准确的问题,本文提出了一种基于最新开发的切向速度跟踪(TVT)策略的新型 CCC 方法。它的优点是可以直接集成现有的高精度脚点搜索算法,从而获得出色的轮廓误差估计精度。无需对每个轴的位置控制器进行繁琐的参数调整。此外,还开发了参数曲线的速度插值器,将 TVT 策略扩展到可变进给率情况。使用二次 Lyapunov 函数证明了基于 TVT 的 CCC 系统的稳定性。实验结果表明,基于 TVT 的 CCC 方法的轮廓误差估计偏差可控制在 1 μm 以内。与基于切向近似和圆近似的传统 CCC 方法相比,最大轮廓误差分别显著降低了 65.32% 和 50.10%。
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