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Some Statistical Principles in Asbestos Measurement and Their Application to Dust Sampling and Analysis

机译:石棉测量中的一些统计原理及其在粉尘采样和分析中的应用

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Basic statistical principles of deterministic and stochastic variability are examined for their application to asbestos sampling and analysis methods, especially the approved and draft ASTM sampling and analysis methods for asbestos in dust. The sensitivities of these methods are shown to be inadequate for reliably determining the presence of asbestos structures in dust at 1000 s/cm~2 using currently-required counting protocols. Appropriate sensitivities can only be attained by counting impractically large numbers of grid openings. The current ASTM practice of stating detection limits for asbestos counts based on the confidence intervals for Poisson-distributed variables is shown to be wrong. Basic physical and statistical considerations show that detection limits are almost never appropriate for these methods, except in the presence of irremediable contamination of the sampling/analytical process.
机译:研究了确定性和随机变异性的基本统计原理,将其应用于石棉采样和分析方法,尤其是已批准和起草的ASTM尘土石棉采样和分析方法。这些方法的敏感性不足以使用当前所需的计数方案可靠地确定1000 s / cm〜2的尘埃中石棉结构的存在。只能通过计算不切实际的大量网格开口才能获得适当的灵敏度。当前的ASTM实践证明基于泊松分布变量的置信区间来说明石棉计数的检测极限是错误的。基本的物理和统计考虑表明,除非存在无法补救的采样/分析过程污染,否则检测极限几乎永远不适用于这些方法。

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