多轴伺服系统的轮廓误差矢量与交叉耦合控制

Ran Shi, Xiang Zhang, Y. Lou
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引用次数: 4

摘要

轮廓误差和交叉耦合增益计算一直是交叉耦合控制应用中的关键问题。传统上,广泛采用线性近似和圆近似来确定轮廓误差和交叉耦合增益。然而,对于线性近似和圆近似,轮廓误差和交叉耦合增益的计算非常复杂,特别是在三维应用中。本文在任务坐标系下建立了轮廓误差矢量,根据轮廓误差矢量的大小和方向,可以方便地得到轮廓误差和交叉耦合增益。在三轴数控机床上的实验结果表明,该方法简化了轮廓误差和交叉耦合增益的计算。
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Contouring error vector and cross-coupled control of multi-axis servo system
The contouring error and cross-coupled gains calculation have always been the critical issues in the application of cross-coupled control. Traditionally, the linear approximation and circular approximation are widely used to determine the contouring error and cross-coupled gains. However, for linear approximation and circular approximation, the contouring error and cross-coupled gains are calculated sophisticatedly, especially in three-dimensional applications. In this paper, a contouring error vector is established under task coordinate frame, then the contouring error and cross-coupled gains can be easily obtained based on the magnitude and orientation of the contouring error vector. The experimental results on a three-axis CNC machine indicate the proposed approach simplifies the calculation of contouring error and cross-coupled gains.
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