ISO 19036 Measurement Uncertainty
嚜澠SO 19036 每
Measurement Uncertainty
Content
1. Introduction
2. Definitions
3. ISO 19036 每 Components > ISO 19036 (2019) general approach
Combination between a global and a major component approach
4. ISO 19036 每 Concepts not included in Measurement Uncertainty calculation
5. ISO 19036 每 Practical approaches to estimate Measurement Uncertainty
6. ISO 19036 每 Combined and Expanded Standard Uncertainty
7. ISO 19036 每 Expression of Measurement Uncertainty in test reports
8. ISO 19036 每 Summary
ISO 19036 每
Introduction
PURPOSE
? The international standard ISO / IEC 17025 for testing and calibration
laboratories requires the laboratories to estimate the Measurement
Uncertainty(MU).
? The laboratory*s customers use the results for taking important business
decisions globally.
? Laboratories therefore select and determine the measurement methods to
ensure the overall variability by evaluating measurement uncertainty.
? Too large or too small uncertainty may affect the reliability of the decision and
may make the situation complex and costly
? So an appropriable estimate of measurement uncertainty is an important task
performed by laboratories
Why estimate measurement uncertainty? (1)
? Significance of microbiological analysis of food
= direct hazard for the consumers* health
? Quantitative methods in food microbiology
= highly variable results (0,1-1 log10)
? need to quantify this variability
................
................
In order to avoid copyright disputes, this page is only a partial summary.
To fulfill the demand for quickly locating and searching documents.
It is intelligent file search solution for home and business.
Related searches
- curriculum based measurement assessments
- curriculum based measurement cbm
- 3d measurement crossword
- measurement conversion calculator
- measurement and significant figures worksheet
- curriculum based measurement math
- monitoring and measurement procedure example
- lv mass measurement 2d echo
- measurement and significant figures chemistry
- online uncertainty calculator
- density uncertainty formula
- calculate uncertainty of density