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Estimating the uncertainty of stability for matrix CRMs
T P Linsinger1, J Pauwels, A Lamberty
1European Commission, Joint Research Centre, Institute for Reference Materials and Measurements, Geel, Belgium.
Fresenius' Journal of Analytical Chemistry
|July 14, 2001
Summary
Producers of certified reference materials (CRMs) must now account for instability uncertainty. A new method uses regression analysis to estimate this uncertainty, ensuring compliance with measurement standards.
Area of Science:
- Metrology and Measurement Science
- Analytical Chemistry
- Quality Assurance
Background:
- ISO Guide 34 mandates the inclusion of instability uncertainty in certified reference materials (CRMs).
- Compliance with the Guide to the Expression of the Uncertainty in Measurement (GUM) is required for CRM uncertainty values.
- Accurate uncertainty estimation is crucial for the reliability of CRMs in various applications.
Purpose of the Study:
- To present a pragmatic approach for estimating the uncertainty associated with the stability of CRMs.
- To provide a method that integrates stability uncertainty into the overall CRM uncertainty budget.
- To demonstrate the applicability of the proposed method to matrix CRMs.
Main Methods:
- Utilizing regression analysis on stability data to assess trends over time.
- Testing the statistical significance of the slope of the regression line to determine stability.
- Estimating stability uncertainty using the standard deviation of the slope when the slope is statistically insignificant.
Main Results:
- The proposed method offers a practical way to quantify the uncertainty contribution from CRM instability.
- Statistical insignificance of the regression slope indicates stability within the defined shelf life.
- The estimated uncertainty due to instability is incorporated into the overall CRM uncertainty calculation.
Conclusions:
- The presented approach provides a robust framework for addressing stability uncertainty in CRMs.
- This method ensures that CRM uncertainty values are compliant with international metrology guidelines.
- The approach is applicable to various types of CRMs, including complex matrix CRMs.