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Quality Assurance
Good Practice, Regulation, and Law
Volume 10, 2003 - Issue 1
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Original Articles

DETERMINING "RELIABLE DETECTION LIMITS" (RDL S ) FOR ENVIRONMENTAL ANALYSES

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Pages 1-9 | Published online: 02 Feb 2011

References

  • Currie , L. A. 1968 . Limits for qualitative detection and quantitative determination: Application to radiochemistry . Analytical Chemistry , 40 : 586 – 593 .
  • Currie , L. A. 1995 . Nomenclature in evaluation of analytical methods including detection and quantification capabilities . Pure and Applied Cnemistry , 67 ( 10 ) : 1699 – 1723 .
  • Environmental Protection Agency . 1984 . Definition and Procedure for the Determination of the Method Detection Limit, Revision 1.11 . Federal Register , 49 : 43430
  • Gibbons , Robert D. 1994 . Statistical Methods for Groundwater Monitoring , New York : John Wiley & Sons .
  • Gibbons , R. and Coleman , D. 2001 . Statistical Methods for Detection and quantification of Environmental Contamination , New York : John Wiley & Sons .
  • Hahn , G. 1969 . Factors for calculating two-sided prediction intervals for samples from a normal distribution . Journal of the American Statistical Association , 64 : 878 – 889 .
  • Hahn , G. 1970a . Additional factors for calculating prediction intervals for samples from a normal distribution . Journal of the American Statistical Association , 65 ( 332 ) : 1668 – 1676 .
  • Hahn , G. 1970b . Statistical intervals for a normal population, Part II: Formulas, assumptions, some derivations . Journal of Quality Technology , 2 ( 4 ) : 195 – 206 .
  • Osborn , K. and Rocke , D. M. 1999 . The Calculation of Detection Limits Using a Two-Component Error Model and Laboratory Quality Control Data. Presented at: WEFTEC 99: 72nd Annual Exhibition and Technical Conference on Water Quality and Wastewater Treatment, October 1999, New Orleans, LA. (Also published in Water Environment Laboratory Solutions, 7(4), 11-12. June/July 2000)
  • Proshan , F. 1953 . Confidence and tolerance intervals for the normal distribution . Journal of the American Statistical Association , 48 : 550 – 564 .

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