Application of the most frequent value method for Ar half-life determination

VV Golovko - The European Physical Journal C, 2023 - Springer
The European Physical Journal C, 2023Springer
An evaluation method supported by robust statistical analysis was applied to historical
measurements of 39 Ar half-life. The method, based on the most frequent value (MFV)
approach combined with bootstrap analysis, provides a more robust way to estimate 39 Ar
half-life, and results in T 1/2 (MFV)= 268. 2-2.9+ 3.1 years with uncertainty corresponding to
the 68% confidence level. The uncertainty is a factor of 3 smaller than that of the most
precise re-calculated 39 Ar half-life measurements by Stoenner et al. and a factor of 2.7 …
Abstract
An evaluation method supported by robust statistical analysis was applied to historical measurements of Ar half-life. The method, based on the most frequent value (MFV) approach combined with bootstrap analysis, provides a more robust way to estimate Ar half-life, and results in MFV years with uncertainty corresponding to the 68% confidence level. The uncertainty is a factor of 3 smaller than that of the most precise re-calculated Ar half-life measurements by Stoenner et al. and a factor of 2.7 smaller than that of the adopted half-life value in nuclear data sheets. Recently, the specific activity of the beta decay of Ar in atmospheric argon was measured in several underground facilities. Applying the MFV method to a specific activity of Ar from underground measurements results in SA39Ar/Ar(MFV)=0.966-0.018+0.010Bq/kgatmAr with uncertainty corresponding to the 68% confidence level. In this paper the method to determine the half-life of Ar using the specific activity of Ar in atmospheric argon is also discussed.
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