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EXPERIMENTAL VERIFICATION OF DYNAMIC CONTOUR ERROR ESTIMATION FOR HIGH-PRECISION CONTOURING OF TWO-AXIS SERVO-SYSTEMS

机译:双轴伺服系统高精度轮廓动态轮廓误差估计的实验验证

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High-precision contouring is important in machining. A practically proven method to improve contouring precision is adding a cross-coupling algorithm, which acts on contour error, to the existing position control loops. The contour error estimate (CEE) significantly affects performance of the cross-coupling algorithm. Conventional CEE methods rely on static single-point algorithms. A Newton-based CEE algorithm which effectively improves CEE and dramatically reduces contouring error has recently been proposed [22]. In this paper, instead of a separate cross-coupling control it is proposed to modify the position control loops, in this case integral sliding mode control, to incorporate the contour error in the control loop. Various experiments to identify the effect of 1) number of required iterations of the Newton-based CEE, 2) reference feedrate and curvature, and 3) sharp corners on overall performance of the proposed cross-coupling algorithm are reported. The experimental setup includes a two-axis servo-system. Control and estimation algorithms are implemented on two sbRIO 9632 from National Instruments.
机译:高精度轮廓在加工方面很重要。一种实际证明的方法来提高轮廓化精度正在添加一个交叉耦合算法,它对轮廓误差作用于现有位置控制回路。轮廓误差估计(CEE)显着影响交叉耦合算法的性能。传统的CEE方法依赖于静态单点算法。基于牛顿的CEE算法,有效地改善了CEE,最近提出了大大减少了轮廓误差[22]。在本文中,代替单独的交叉耦合控制,建议在这种情况下修改位置控制环,在这种情况下整体滑动模式控制,以结合控制回路中的轮廓误差。报道了各种实验,以识别1)基于牛顿的CEE,2)参考进料和曲率的所需迭代的次数,以及3)尖锐的角落对所提出的交叉耦合算法的整体性能。实验设置包括双轴伺服系统。控制和估计算法由来自国家仪器的两个SBRIO 9632实施。

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