4.6 Article

Research on Multiple-Axis Contour Error Suppression Method Based on Composite Layered Control

Journal

APPLIED SCIENCES-BASEL
Volume 13, Issue 23, Pages -

Publisher

MDPI
DOI: 10.3390/app132312836

Keywords

cross-coupling control; composite layered method; multi-axis motion system; contour error suppression

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This study proposes a multi-axis contour error suppression method based on composite hierarchical control, which ensures the accuracy of single-axis position control through an advanced sliding-mode disturbance observer and improves the overall contour precision through dedicated fuzzy PID cross-coupling controllers.
With the widespread application of multi-axis machining in the industrial manufacturing, aerospace, and military equipment sectors, the demand for machining ultra-precision components has been steadily increasing. Contour errors directly impact the quality of machined parts. In conventional multi-axis motion control systems based on cross-coupling, it is conventionally assumed that all individual axes are of equal significance during machine processing. However, in practical machining scenarios, diverse machining trajectories and accuracy requirements give rise to distinct control necessities for each axis. This complication leads to challenges in ensuring a consistent single-plane contour, thereby constraining the elevation of the overall contour accuracy. To address this issue, this study proposes a multi-axis contour error suppression method based on composite hierarchical control. The approach advocated in this paper initially ensures the precision of single-axis position control through the development of an advanced S-shaped function-based sliding-mode disturbance observer. Building on this foundation, the three-dimensional spatial contour is segregated into upper and lower layers. Subsequently, dedicated fuzzy PID cross-coupling controllers are devised for each layer. The experimental outcomes substantiate that in comparison to conventional cross-coupling control methods, the method introduced in this study, rooted in composite hierarchical control, not only guarantees the accuracy of single-plane contours but also further enhances the overall contour precision.

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