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Precision LARC motion control of an industrial biaxial mechatronic system for complex contours based on a generalized GTCF coordination mechanism

机译:基于广义GTCF协调机制的复杂轮廓工业双轴机电系统的精密LARC运动控制

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In this paper, to simultaneously meet the challenge of complex high-speed large-curvature contouring tasks and high-performance motion control accuracy, a generalized global task coordinate frame (GTCF) based learning adaptive robust control (LARC) strategy is synthesized for biaxial mechatronic motion systems. The generalized GTCF is globally defined based on a constructed equivalent shape function of the desired contour, and can guarantee the multi-axes coordination to deal with high-speed large-curvature contouring tasks even under complex contours. After transforming the system dynamics of an industrial biaxial mechatronic motion system into the generalized GTCF, a LARC contouring controller is constructed for the strongly coupled nonlinear dynamics in each coordinate to achieve excellent contouring motion performance. In LARC, adaptive model compensation term and robust term are utilized to deal with parametric variation and uncertain disturbances respectively. With reasonable weight allocation of contouring error and distance error, iterative learning term is designed to address the unmodelled repetitive contouring error. Comparative experiments are carried out to demonstrate that the generalized GTCF-LARC can successfully implement various complex contouring tasks. Furthermore, comparing with conventional CCC and ARC control algorithm, the proposed generalized GTCF-LARC possesses strong coordination mechanism and excellent transient/steady-state contouring control performance.
机译:在本文中,为了同时应对复杂的高速大曲率轮廓任务和高性能运动控制精度的挑战,针对双轴机电一体化综合了基于广义全局任务坐标框架(GTCF)的学习自适应鲁棒控制(LARC)策略。运动系统。通用GTCF基于所需轮廓的构造等效形状函数进行全局定义,并且即使在复杂轮廓下,也可以保证多轴协调以处理高速大曲率轮廓任务。在将工业双轴机电运动系统的系统动力学转换为广义GTCF之后,针对每个坐标中的强耦合非线性动力学构造了一个LARC轮廓控制器,以实现出色的轮廓运动性能。在LARC中,自适应模型补偿项和鲁棒项分别用于处理参数变化和不确定干扰。通过合理地分配轮廓误差和距离误差的权重,设计了迭代学习项来解决未建模的重复轮廓误差。进行了比较实验,以证明广义的GTCF-LARC可以成功地执行各种复杂的轮廓任务。此外,与常规的CCC和ARC控制算法相比,所提出的广义GTCF-LARC具有较强的协调机制和出色的瞬态/稳态轮廓控制性能。

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