共查询到18条相似文献,搜索用时 156 毫秒
1.
2.
车削加工圆度误差预测 总被引:1,自引:0,他引:1
针对车削加工时工件装夹的偏心、工件本身的圆度误差、机床主轴的径向圆跳动误差等因素对车削加工产生圆度误差的影响,分析得出了影响车削加工圆度误差的主要影响因素以及车削加工时产生棱圆的原因.对车削加工圆度误差进行了预测,并对理论预测与实际加工结果进行了对比. 相似文献
3.
4.
圆度误差测量数据采集系统设计 总被引:5,自引:0,他引:5
介绍了自制圆度测量装置的测量原理和自动测量工作过程.提出了一种圆度误差测量数据采集系统,该系统采用非接触电涡流传感器作为圆度误差数据的检测元件,采用高速数据采集卡采集圆度误差数据.试验表明,该系统能够满足数据的高速采集要求. 相似文献
5.
6.
7.
8.
9.
10.
针对精密加工过程中影响圆度误差分离精度的问题,提出了一种基于几何动态模型的圆度误差分离模拟方法。在主轴空间运动规律的基础上,通过回转体轴心的自转和公转关系建立工件截面的几何模拟动态模型。结合三点法圆度误差分离技术实现了动态条件下的圆度误差准确表示,并分析研究了传感器安装角度与干扰误差对圆度误差分离精度的影响。数值实验分析表明,建立的几何模型分析有利于研究回转加工中圆度误差分离结果的正确性,达到了提高误差分离精度及抑制误差对加工精度影响的目的。 相似文献
11.
The rotating accuracy of a machine tool spindle directly affects the roundness of machined parts. Commonly, a precision arbor and one or two probes are used to inspect the spindle axis error motion. When the spindle error motion is in the same order of magnitude as the accuracy of the reference arbor, it is desirable to separate the roundness error of the reference arbor from the spindle error. One of the methods used is the three-probe method. This paper presents an exact geometric model and error analysis for the conventional three-probe method. The exact model is used to show that there is an approximation error in the commonly used governing equations of the three-probe method. To reduce inaccuracy in the converted axis motion and arbor contour, the reference arbor accuracy should be at least ten times better than that of the axis motion. It is also shown that the mounting error of the probes should be less than one-fiftieth of the size of the axis motion and the arbor size. The exact geometric model developed in this paper can also be extended to analyze the accuracy of other spindle inspection or roundness measurement methods. 相似文献
12.
13.
14.
用数学方法,分析并验证在车削加工中,当主轴回转轴线作一次简谐直线运动时,对应加工工件轮廓曲线的"最小区域中心"位置及其运动轨迹,得出正确的圆度误差和偏心误差值;以及以上圆度误差值与误差运动方向无关的结论. 相似文献
15.
This paper presents a new error separation method for accurate roundness measurement called the orthogonal mixed method. This method uses the information of one displacement probe and one angle probe to separate roundness error from spindle error. This method was developed from the mixed method, which uses the information of two displacement probes and one angle probe to carry out the error separation. In the present paper, the relationship between the characteristics of the mixed method and the probe arrangement is analyzed. Well-balanced harmonic response of the mixed method is verified to be obtainable for the case where the angular distance between the displacement probe and the angle probe is set at 90°. This orthogonal mixed method also had the simplest probe arrangement, because it requires only one displacement probe and one angle probe to realize the error separation. Optical probes were used to construct an experimental measurement system that employs the orthogonal mixed method. The displacement probe and the angle probe both use the principle of the critical angle method of total reflection, and they have stabilities of 1 nm and 0.01 in., respectively. The measurement results show that roundness measurement can be performed with a repeatability on the order of several nanometers. 相似文献
16.
用VB图解评定圆度误差,克服手工作图评定圆度误差的繁琐、粗糙性,以及计算法的不可观性。展示评定圆度误差过程,为制造加工、质量鉴定与研究提供精确误差值和可视化平台。 相似文献
17.
Workpieces like a shaft or hole make contact on their functional boundaries and its circularity is obtained based on the functional boundaries by enveloping features. Data for evaluating roundness error can be obtained from coordinate measuring machines. A technique for roundness error based on the curvature has been proposed to deal with coordinate measurement data. The computational geometric concepts of convex hulls are used to reduce the computation. The method developed is implemented and validated with the data available in the literature. 相似文献