A uniform approach to determine measurement uncertainty in routine chemical forensic casework.

IF 1.8
Ivo Alberink, Ingrid J Bosman, Marzena Glama, Dick-Paul Kloos, Annette Sprong, Camille D van Dijk
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引用次数: 0

Abstract

In routine forensic chemical casework where measurements are performed on reference materials, determination of measurement uncertainty is described in several guidelines. The proposed methods often have the drawback that they are not derived from a statistical framework and may lead to conservative confidence intervals. Furthermore, the formulas involved may vary considerably for different types of reference material. The current study presents a method for determination of measurement uncertainty that is both statistically sound and uniform for different types of reference material, namely material from proficiency tests, certified reference material, and noncertified reference material. The statistical model used for measurements uses relative standard deviations. The method is based on analysis of two sources of uncertainty, namely the random variation in the measurement itself and uncertainty connected to the bias of the process. It is explained how the method works when there is bias correction of results. It is also described how the method works if no correction is applied. Furthermore, the results are compared using simulation experiments, showing a better performance of the proposed method when compared with commonly used alternatives.

确定常规化学法医案件测量不确定度的统一方法。
在常规的法医化学案件中,测量是在参考物质上进行的,测量不确定度的测定在一些指南中有描述。所提出的方法往往有缺点,即它们不是从统计框架中推导出来的,可能导致保守的置信区间。此外,所涉及的公式可能因不同类型的参考物质而有很大差异。本研究提出了一种测量不确定度的方法,该方法对不同类型的标准物质,即来自能力测试的物质、认证标准物质和非认证标准物质,既具有统计上的合理性,又具有一致性。用于测量的统计模型使用相对标准偏差。该方法基于对两种不确定性来源的分析,即测量本身的随机变化和与过程偏差相关的不确定性。说明了该方法在对结果进行偏差校正时的工作原理。还描述了如果不进行校正,该方法是如何工作的。仿真实验结果表明,该方法与常用方法相比具有更好的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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