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首页> 外文期刊>Annals of the New York Academy of Sciences >Evaluation of Measurement Uncertainty of Glucose in Clinical Chemistry
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Evaluation of Measurement Uncertainty of Glucose in Clinical Chemistry

机译:临床化学中葡萄糖测量不确定度的评估

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摘要

The definition of the uncertainty of measurement used in the International Vocabulary of Basic and General Terms in Metrology (VIM) is a parameter associated with the result of a measurement, which characterizes the dispersion of the values that could reasonably be attributed to the measurand. Uncertainty of measurement comprises many components. In addition to every parameter, the measurement uncertainty is that a value should be given by all institutions that have been accredited. This value shows reliability of the measurement. GUM, published by NIST, contains uncertainty directions. Eurachem/CITAC Guide CG4 was also published by Eurachem/CITAC Working Group in the year 2000. Both of them offer a mathematical model, for uncertainty can be calculated. There are two types of uncertainty in measurement. Type A is the evaluation of uncertainty through the statistical analysis and type B is the evaluation of uncertainty through other means, for example, certificate reference material. Eurachem Guide uses four types of distribution functions: (1) rectangular distribution that gives limits without specifying a level of confidence (u(x)=a/√3) to a certificate; (2) triangular distribution that values near to the same point (u(x)=a/√6); (3) normal distribution in which an uncertainty is given in the form of a standard deviation s, a relative standard deviation s/√n, or a coefficient of variance CV% without specifying the distribution (a = certificate value, u = standard uncertainty); and (4) confidence interval.
机译:国际计量学基本和通用词汇表(VIM)中使用的测量不确定度的定义是与测量结果相关的参数,该参数表征了可合理归因于被测量物的值的离散度。测量的不确定性包括许多组成部分。除每个参数外,测量不确定性是所有认可机构都应提供一个值。该值表示测量的可靠性。由NIST发布的GUM包含不确定性说明。 Eurachem / CITAC指南CG4也由Eurachem / CITAC工作组在2000年发布。它们都提供了数学模型,可以计算不确定性。测量有两种不确定性。类型A是通过统计分析对不确定性的评估,类型B是通过其他方式(例如,证书参考材料)对不确定性的评估。 《 Eurachem指南》使用四种类型的分布函数:(1)矩形分布,它在不指定证书的置信度(u(x)= a /√3)的情况下给出了限制; (2)三角分布,其值接近同一点(u(x)= a /√6); (3)正态分布,其中不确定性以标准偏差s,相对标准偏差s /√n或方差系数CV%的形式给出,但未指定分布(a =证书值,u =标准不确定性); (4)置信区间。

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