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Effect of positional errors on the accuracy of multi-probe roundness measurement methods

机译:位置误差对多探针圆度测量方法精度的影响

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Multi-probe roundness measurement methods can be used to measure cross section roundness profiles and dynamic behaviour of large flexible rotors such as paper machine rolls. Other roundness measurement methods are not suitable for such measurements, since the rotors are too large to be measured on precision spindles and the center point of the measured profile can move in an unpredictable and unrepeatable way during the measurement. Multi-probe roundness measurement methods can, to a limited extent, separate the center point movement (commonly also called error motion) and the roundness profile of a cross section of a rotating workpiece.This study compares the effect of positional errors and center point movement on the accuracy of three different multi-probe roundness measurement methods. The research included quantification of the effects of probe noise, positional errors and center point movement on the accuracy of the roundness profiles produced by the different methods. A novel method for generating continuous random center point movement is presented. Signals of a rotating workpiece with center point motion were simulated, and following GUM handbook supplement 1 guidelines, the Monte Carlo method was used to obtain distributions for the harmonic components of the methods. Distributions for different errors and their effects on roundness parameters are presented separately for each roundness measurement method. The results of this research only show minor differences in lower order harmonic components between the methods. The results also show that diameter sampling is immune to horizontal positional errors although it is particularly sensitive to angular positional errors of the probes, which lead to more errors accumulating in the phases, not the amplitudes of the harmonic components. With higher order harmonic components, the obtained error distributions were observed to correspond well with theoretical error propagation rates for harmonic sensitivity.
机译:多探针圆度测量方法可用于测量大柔性转子的横截面圆度曲线和诸如造纸机辊的大柔性转子的动态行为。其他圆度测量方法不适用于这种测量,因为转子太大而无法在精密主轴上测量,并且测量轮廓的中心点可以在测量期间以不可预复和未重复重复的方式移动。多探针往复测量方法可以在有限的程度上分离中心点运动(通常也称为误差运动)和旋转工件的横截面的圆度轮廓。本研究比较了位置误差和中心点运动的效果三种不同多探针圆度测量方法的准确性。该研究包括量化探针噪声,位置误差和中心点运动对不同方法产生的圆度谱的精度的效果。提出了一种用于产生连续随机中心点运动的新方法。模拟中心点运动的旋转工件的信号进行了模拟,并且在胶上的手册​​补充1指导方针,Monte Carlo方法用于获得该方法的谐波部件的分布。对于每个圆度测量方法,单独给出不同误差的分布及其对圆度参数的影响。该研究的结果仅在方法之间显示较低阶次谐波分量的微小差异。结果还表明,虽然对探针的角度位置误差特别敏感,但是直径采样对水平位置误差特别敏感,这导致在相中累积的更多误差​​,而不是谐波部件的幅度。通过高阶谐波分量,观察到所获得的误差分布,与谐波灵敏度的理论误差传播速率很好。

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