在实验室间比较测试中,测试量和参与者人数对资格评估的影响

N. Yu. Podzhivotov
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引用次数: 0

摘要

介绍了用于评估实验室间比较测试(ICT)中确定的熟练程度的统计指标的比较分析结果。选取主要统计指标:赋值、评估赋值熟练度的标准差和赋值的标准不确定度。统计指标按照算法A, GOST R 50779.60确定。基于D16AT铝合金极限抗拉强度的数值实验数据(随机数生成),根据样本数量和ICT资格认证项目参与人数对指标进行比较。能力测试分数的计算和随后的统计分析是基于软件生成的值。对具有正态分布规律的特征进行随机数生成,参数均值为450mpa,标准差为5mpa。选取的正态分布参数值对应于D16AT铝合金板材标准试样抗拉强度值的平均水平。采用适当大小的单独样本,对给定的参与者数量和能力测试样本(PTS)数量相互独立的情况进行数值实验(生成随机值)。D16AT铝合金板的能力测试样品共生成了36000个极限拉伸强度值。计算的结果是,为每个选定的ICT资格认证项目统计指标确定了48个平均值(根据考虑的ICT项目实施数量,取决于参与者数量和能力测试样本)。每个统计指标的平均值根据参与者的数量和能力测试样本的数量,在250到2000个生成(实验)值的样本上确定。通过这样的分析,可以评估测试量和参与者人数对评估实验室间比较测试熟练程度的影响。结果表明,在ICT参与者数量(5 - 20)和PTS数量(5 - 10)的选定范围内,分配的x pt值既不取决于测试PTS的数量,也不取决于ICT参与者的数量。指定值与给定抗拉强度水平(450 MPa)之间的最大差异为0.13%,该值在该水平值的误差范围内(四舍五入),不会导致ICT期间能力测试中的重大误差。无论参与人数多少,资格评估的标准差随着能力测试样本数量的增加而减小,但这种减小不显著,不超过极限抗拉强度的标准差(SD)值(对于生成实验值的选定模型,SD值接受为5 MPa)。结果表明,D16AT铝合金板材的极限拉伸强度标准试样的指定值的标准不确定度取决于参与者的数量和每个参与者所测试的能力测试样品的数量,并随着ICT项目参与者数量和能力测试样品数量的增加而降低。
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The effect of the volume of tests and the number of participants on the assessment of qualification in interlaboratory comparison tests
The results of a comparative analysis of statistical indicators for assessing the proficiency determined during interlaboratory comparison tests (ICT) are presented. The main statistical indicators were selected: the assigned value, standard deviation for assessment the proficiency and standard uncertainty of the assigned value. Statistical indicators were determined in accordance with Algorithm A, GOST R 50779.60. Comparison of the indicators was carried out on the basis of numerical experiment data (random number generation) for the ultimate tensile strength of a D16AT aluminum alloy depending on the number of samples and the number of participants in the ICT qualification program. The calculation and subsequent statistical analysis of the proficiency test scores was based on the values generated by the software. Random number generation is performed for a characteristic that has a normal distribution law with the parameters of the mean equal to 450 MPa and standard deviation equal to 5 MPa. The values of the normal distribution parameters chosen as an example corresponded to the average level of tensile strength values of standard specimens made of D16AT aluminum alloy sheets. The numerical experiment (generation of random values) was carried out for given cases of the number of participants and the number of proficiency testing samples (PTS) independently of each other using separate samples of the appropriate size. A total of 36,000 ultimate tensile strength values were generated for the proficiency testing samples made of D16AT aluminum alloy sheets. As a result of calculations, 48 average values were determined (according to the number of considered implementations of ICT programs, depending on the number of participants and the proficiency testing samples) for each selected statistical indicator of the ICT qualification program. The average value of each statistical indicator was determined on samples with a bulk of 250 to 2000 generated (experimental) values, depending on the number of participants and the number of proficiency testing samples. The analysis thus performed made it possible to evaluate the influence of the volume of tests and the number of participants on the assessment of the proficiency in interlaboratory comparative tests. It is shown that for the selected range of the number of ICT participants (from 5 to 20) and the number of PTS (from 5 to 10), the value of the assigned x pt value does not depend either on the number of tested PTS or the number of ICT participants. The maximum discrepancy between the assigned value and the given level of tensile strength (450 MPa) is 0.13%, which falls within the error (rounding) for this level of values and cannot lead to significant errors in proficiency testing during ICT. The standard deviation for the qualification assessment, regardless of the number of participants, decreases with an increase in the number of proficiency testing samples, but such a decrease is insignificant and does not exceed the standard deviation (SD) value of the ultimate tensile strength (for the selected model for generating experimental values, the SD value is accepted to be 5 MPa). In contrast to the assigned value and the standard deviation for the qualification assessment, it is shown that the standard uncertainty of the assigned value for the ultimate tensile strength of standard samples made of D16AT aluminum alloy sheets depends on the number of participants and the number of proficiency testing samples tested by each participant and decreases with an increase in the number of participants in ICT programs and the number of proficiency testing samples.
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