Study on Application of the GPS Uncertainty to the Automatic Inspection Systems
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摘要: 测量不确定度是产品几何量技术规范(GPS)不确定度的重要组成部分,位于规范限附近存在一个不确定区,位于不确定区的测量结果会出现一定概率的误判现象。在测量不确定度基础上,提出了将ISO/TS 14253-1制定的按规范检验合格与不合格的判定规则应用于自动检测分选技术中。与传统的极限判定原则相比,本文给位于不确定区的测量结果提供了一个合理有效的判定原则,误判现象得到明显改善。本文以自主研制的活塞环自动分选仪作为实验平台,分别按照极限判定原则与按规范检验合格与不合格的判定规则对活塞环闭口间隙进行自动检测分选。结果表明:将测量不确定度应用于自动检测分选技术中,可以明显改善由于存在测量不确定度所引起的对测量结果误判的现象。Abstract: Measurement uncertainty is one of the most import parts of Geometrical Product Specifications (GPS)uncertainty, it will generate a region of uncertainty and affect the judgment of qualified and unqualified products.This paper proposes new rules to judge the products on the basis of measurement uncertainty. It is based on ISO/TS14253-1. Against the traditional rules, which has considered pure data can be produced in inspection systems, thispaper applies measurement uncertainty in automatic inspections. This paper takes the machine developed by thelaboratory as the experiment platform, inspects the end gap of piston ring based on the traditional rules and the newrules respectively. According to the experimental results, automatic inspections based on measurement uncertaintycan effectively reduce the misjudgments.
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Key words:
- efficiency /
- end gap /
- experiments /
- inspection
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[1] 王金星, 蒋向 前.基于新一代 GPS 不确定度的判定原则[J]. 机械科学与技术, 2009, 28(6): 735-739Wang J X, Jiang X Q.Decision rules based on improved GPS uncertainty[J]. Mechanical Science and Technology for Aerospace Engineering, 2009, 28 (6): 735-739 (in Chinese) [2] GB/T 18779.1-2002, 按规范检验合格或不合格的判定规则[S]. 北京: 中国标准出版社, 2002GB/T 18779.1-2002, Decision rules for proving conformance or non-conformance with specifications[S].Beijing: Standards Press of China, 2002 (in Chinese) [3] 赵俊伟.新一代 GPS 标准与计量体系的现状与发展方向的思 考[J]. 河 南 理 工 大 学 学 报, 2005, 24 (2):121-125Zhao J W.Present state and development perspectives on new generati on of standard and metrology system of GPS[J].Journal of Henan Polytechnic University, 2005, 24 (2):121-125 (in Chinese) [4] 张海滨, 王中宇, 刘智敏.测量不确定度评定的验证研究[J]. 计量学报, 2007, (3): 193-197Zhang H B, Wang Z Y, Liu Z M.On the verification of measurement uncertainty[J]. Acta Metrologica Sinica,2007,(3): 193-197 (in Chinese) [5] 郑金艳.板材厚度测量结果的不确定度评定与合格判定[J]. 石油化工设备, 2010, 39(6): 93-96Zheng J Y.Uncertainty review and qualification determinant of plate thickness measure [J]. PetroChemical Equipment, 2010, 39(6): 93-96 (in Chinese) [6] 赵前程, 陆长友, 罗 晓莉.大直径在线高精度测量不确定度 分 析 [J]. 机 械 科 学 与 技 术, 2008, 27 (9):1247-1251.Zhao Q C, Lu C Y, Luo X L.Uncertainty analysis of online measuring of large diameters [J]. Mechanical Science and Technology for Aerospace Engineering, 2008,27(9): 1247-1251 (in Chinese) [7] 张福民, 曲兴华, 叶声华.面向对象的大尺寸测量不确定度分析[J]. 光学精密工程, 2008, 11: 2239-2243.Zhang F M, Qu X H, Ye S H.Uncertainty estimation of large-scale measurement for special fitting task [J].Optics and Precision Engineering, 2008, 11: 2239-2243(in Chinese) [8] 卢文龙, 刘晓军, 蒋向前, 等.直径图样标注的规范不确定度分析[J]. 中国机械工程,2008,19(20):2454-2458Lu W L, Liu X J, Jiang X Q, et al.Specification uncertainty on diameter drawing indication[J]. China Mechanical Engineering.2008, 19 (20): 2454-2458 (in Chinese) [9] 王金星, 蒋向前, 马 利民, 等.平面度坐标测量的不确定度计算[J]. 中国机械工程, 2005, 16(19): 1701 -1703Wang J X, Jiang X Q, Ma L M, et al.Uncertainty alculation of flatness in three-dimensional measurements[J].China Mechanical Engineering.2005, 16 (19): 1701-1703 (in Chinese)
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