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Error Analysis of Circular Gratings Angle-Measuring System

机译:圆形光栅角度测量系统的误差分析

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摘要

In order to analyze the error sources of circular gratings angle-measuring system, a series of coordinate systems were established on the gratings angle-measuring system through taking many mechanical errors into account, such as rotary errors of the axis system, installing eccentricity and tilt of circular gratings disc, graduation errors, readhead installation errors and etc. Then position and attitude relationships between two adjacent coordinate systems were established, thus the displacement error of gratings' graduation in the readhead coordinate system was calculated by homogeneous transformation method, so an angle-measuring error model was established, the relationship between the mechanical error sources and the angle-measuring errors under the condition of the different number of used readheads was expounded. According to the established error model and theoretical analysis, some conclusions were drawn, that is, adopting single readhead can not eliminate first harmonic errors resulted from the installation eccentricity error; using twin readheads not installed centro symmetrically can not totally eliminate first harmonic errors, and some residual first order harmonic errors retained; applying four readheads can eliminate mechanical installation errors, but can not completely eliminate the graduation errors. Finally, an experiment was carried out on the circular gratings angle-measuring system mounted on an aerostatic bearings, some conclusions were verified, and it provided a theoretical basis for raising the angular position accuracy of the angle-measuring system.
机译:为了分析圆形光栅角度测量系统的误差源,通过考虑许多机械误差,如轴系统的旋转误差,安装了一系列坐标系,例如轴系统的旋转误差,安装偏心和倾斜圆形光栅光盘,毕业误差,读数头安装误差等。然后建立了两个相邻坐标系之间的位置和姿态关系,因此通过均匀变换方法计算了读头坐标系中的光栅刻度的位移误差,因此一角 - 建立了误差模型,阐述了机械误差源与角度测量误差之间的关系,在不同数量的使用读取头的情况下进行了探讨。根据既定的误差模型和理论分析,绘制了一些结论,即采用单读头不能消除由安装偏心误差产生的第一次谐波误差;使用未安装的双读头对称无法完全消除第一个谐波误差,并保留一些残留的一阶谐波误差;应用四个读数头可以消除机械安装错误,但不能完全消除毕业误差。最后,在安装在空气静止轴承上的圆形光栅角度测量系统上进行了实验,验证了一些结论,提供了提高角度测量系统的角度定位精度的理论依据。

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