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Analysis and compensation of geometric error for five-axis CNC machine tools with titling rotary table

机译:带倾斜转台的五轴数控机床几何误差的分析与补偿

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In this paper, an approach is proposed to analyze and compensate geometric errors of five-axis machine tools using a novel optical measurement instrument. The instrument consists of two pairs of QDs (quadrant detectors) and triangulation laser probes, one magnetic base and one glass ball. The kinematic and geometric error models of a five-axis machine with a titling rotary table are obtained using the HTM (homogeneous transformation matrix). The error model totally includes 43 geometric errors. The proposed method first analyzes the sensitivity Jacobian matrix and observes what are the critical offsets of five-axis machine which dominant the overall volumetric errors. Three types of error sources consists of the center bias, circle and eccentric are identified. NC test paths such as BK2 are planned according to the inverse kinematic equations. Simulations are performed to generalize the polar plots of error patterns. Finally, the proposed method is applied to compensate the geometric errors of the five-axis machine tool, and the machine accuracy can be significantly improved.
机译:本文提出了一种使用新型光学测量仪器分析和补偿五轴机床几何误差的方法。该仪器由两对QD(象限检测器)和三角测量激光探头,一个磁性底座和一个玻璃球组成。使用HTM(均质变换矩阵)获得带有倾斜转台的五轴机床的运动学和几何误差模型。误差模型总共包括43个几何误差。所提出的方法首先分析灵敏度雅可比矩阵,并观察到五轴机床的临界偏移量占总体积误差的主导地位。识别出三种类型的误差源,即中心偏心,圆和偏心。根据逆运动学方程式计划NC测试路径(例如BK2)。进行仿真以概括误差模式的极坐标图。最后,将所提出的方法应用于五轴机床的几何误差补偿中,可以显着提高机床精度。

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