Estimation of measurement uncertainty in chemical analysis
14. Tests and Exercises
This section contains a compilation of all the tests and exercises of this course.
- The concept of measurement uncertainty (MU) – Self-test 1
- The origin of measurement uncertainty – Self-test 2
- The Normal distribution – Self-test 3.1
- Mean, standard deviation and standard uncertainty – Self-test 3.2
- Standard deviation of the mean – Self-test 3.4
- Rectangular and triangular distribution – Self-test 3.5
- The Student distribution – Self-test 3.6
- Quantifying uncertainty components – Self-test 4.1
- Calculating the combined standard uncertainty – Self-test 4.2
- Looking at the obtained uncertainty – Self-test 4.3
- Expanded uncertainty – Self-test 4.4
- Presenting measurement results – Self-test 4.5
- Sources of uncertainty – Self-test 5.3
- Treatment of random and systematic effects – Self-test 5.4
- Random and systematic effects revisited – Self-test 6
- Precision, trueness, accuracy – Self-test 7
- Overview of measurement uncertainty estimation approaches – Self-test 8
- Model equation – Self-test 9.2 A and Self-test 9.2 B
- Standard uncertainties of the input quantities – Self-test 9.5
- The ISO GUM Modeling approach – Self-test 9 A and Self-test 9 B
- Uncertainty component accounting for random effects – Self-test 10.2
- Uncertainty component accounting for systematic effects – Self-test 10.3
- Determination of acrylamide in snacks by LC-MS – Self-test 10.5 A and Self-test 10.5 B
- Comparison of the approaches – Self-test 11