利用三坐标测量机进行垂直度评定和不确定度估计

Nabil Habibi, A. Jalid, Abdelouahab Salih, M. Z. Es-sadek
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引用次数: 0

摘要

根据ISO 98-4标准验证零件的符合性,如果没有对测量不确定度的准确估计,就无法实现,当涉及到使用三坐标测量机(CMM)控制机械零件几何规格的复杂测量策略时,这可能会变得困难。本文的研究目的是分析遵循几何产品规格(GPS)标准的测量策略,估计每个步骤中不同参数的相关不确定度,从而能够使用测量不确定度表达指南(GUM)来实现给定规格测量的不确定度(我们研究中的垂直度误差)。该不确定度随后将通过蒙特卡罗模拟进行验证,并将根据ISO 13528标准进行实验室间比较,以比较获得的结果。我们的贡献是基于对测量策略参数不确定性的更准确估计。该方法也可用于认可的校准实验室(ISO 17025),或在一般情况下使用三坐标测量机控制机械部件的垂直度规范。在三坐标测量机标定后,控制垂直度规格公差为15µm,得到方差-协方差矩阵,进行了实例研究。机械部分垂直度误差(12.55µm)低于限值,但考虑到估计的不确定度(4.06µm),判定为“不符合”,尽管验收标准不同,但实验室间比较令人满意。
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Perpendicularity assessment and uncertainty estimation using coordinate measuring machine
The validation of the conformity of parts according to the ISO 98-4 standard, cannot be achieved without an accurate estimation of the measurement uncertainty, which can become difficult when it comes to a complex measurement strategy to control a geometrical specification of a mechanical part using a Coordinate Measuring Machine (CMM). The purpose of the study in this paper is to analyze the measurement strategy following the Geometric Product Specification (GPS) Standard, to estimate the associated uncertainty of the different parameters of each step, to be able to achieve the uncertainty of the measurement of a given specification (perpendicularity error in our study) using the Guide to the expression of uncertainty in measurement (GUM). This uncertainty will be thereafter validated by a Monte Carlo simulation, and an interlaboratory comparison will be conducted to compare the obtained results according to the ISO 13528 standard. Our contribution is based on a more accurate estimation of the measurement strategy's parameters uncertainties. This approach can also be used by accredited calibration laboratories (ISO 17025) or in the general case in the control of perpendicularity specification of mechanical parts using a coordinate measuring machine. A case study has been conducted, controlling a perpendicularity specification with a tolerance limit of 15 µm, after the calibration of the CMM to obtain the variance-covariance matrices. The mechanical part perpendicularity error (12.55 µm) was below the limit, however, was judged “not conform” when considering the estimated uncertainty (4.06 µm) and the interlaboratory comparison was satisfactory despite the difference of the acceptance criterion.
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来源期刊
International Journal of Metrology and Quality Engineering
International Journal of Metrology and Quality Engineering Engineering-Safety, Risk, Reliability and Quality
CiteScore
1.70
自引率
0.00%
发文量
8
审稿时长
8 weeks
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