Robotic machining quality enhancement via physics-informed error prediction and collaborative compensation

机械加工 补偿(心理学) 机器人 灵敏度(控制系统) 工作区 工业机器人 计算机科学 工程类 质量(理念) 控制工程 机床 人工智能 接头(建筑物) 实体造型 机器人学 数控 预测建模 机器人运动学 模拟
作者
Teng Zhang,Ziheng Yang,Xiaowei Tang,Fangyu Peng,Runpeng Deng,Rong Yan
出处
期刊:Advanced Engineering Informatics [Elsevier BV]
卷期号:72: 104459-104459 被引量:1
标识
DOI:10.1016/j.aei.2026.104459
摘要

• Physics-informed robotic machining error prediction and compensation was constructed. • Sensitivity between robot joints and pose errors is quantified as a constraint. • Physics-informed unsupervised distribution prediction module is constructed. • Hybrid robot-external axis system enables collaborative compensation. • Curved part tests show max/avg errors of 0.14 mm and 0.03 mm, respectively. Industrial robots have become indispensable machining equipment alongside machine tools due to their large workspace and high flexibility. However, their inherent structural compliance and geometric imperfections introduce spatially distributed pose errors, particularly in high-precision applications. Current robot error compensation is mostly based on single-source adjustment of the body, which is affected by the spatial sensitivity relationship between joint space and pose errors. For this reason, a hybrid manufacturing system integrating a robot and an external linear cell was constructed. Based on this system, a physical-informed approach for distributed prediction and collaborative compensation of robot machining quality is proposed. Firstly, a novel spatial–temporal attention-based sensing model was built to predict the robot pose errors. Secondly, an unsupervised distributed prediction module with physics informatization is constructed based on the sensitivity analysis of joint pose errors. Finally, the collaborative compensation is realized by a hybrid manufacturing system containing the robot itself and the external linear axes. Experimental validation on large-curvature surface machining demonstrates the system’s ability to simultaneously predict and compensate machining quality deviations, achieving positioning accuracy with maximum/average errors of 0.14 mm/0.03 mm respectively. The physics-based approach significantly outperforms conventional methods by coordinating distributed prediction with collaborative compensation, reducing sensitive joint adjustments while suppressing regenerative errors. These advancements establish a new paradigm for precision robotic machining in industrial applications.
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