Two-stage application of the optimised uncertainty method: a practical assessment.
Uncertainty estimates from routine sampling and analytical procedures can be assessed as being fit for purpose using the optimised uncertainty (OU) method. The OU method recommends an optimal level of uncertainty that should be reached in order to minimise the expected financial loss, given a misclassification of a batch as a result of the uncertainty. Sampling theory can used as a predictive tool when a change in sampling uncertainty is recommended by the OU method. The OU methodology has been applied iteratively for the first time using a case study of wholesale butter and the determination of five quality indicators (moisture, fat, solids-not-fat (SNF), peroxide value (PV) and free fatty acid (FFA)). The sampling uncertainty (s(samp)) was found to be sub-optimal for moisture and PV determination, for 3-fold composite samples. A revised sampling protocol was devised using Gy's sampling theory. It was predicted that an increase in sample mass would reduce the sampling uncertainty to the optimal level, resulting in a saving in expectation of loss of over pounds 2000 per 20 tonne batch, when compared to current methods. Application of the optimal protocol did not however, achieve the desired reduction in s(samp) due to limitations in sampling theory. The OU methodology proved to be a useful tool in identifying broad weaknesses within a routine protocol and assessing fitness for purpose. However, the successful routine application of sampling theory, as part of the optimisation process, requires substantial prior knowledge of the sampling target.
Lyn
Jennifer A
JA
Centre for Environmental Research, School of Life Sciences, University of Sussex, Falmer, Brighton, UKBN1 9QJ.
Ramsey
Michael H
MH
Damant
Andrew P
AP
Wood
Roger
R
D000818:Animals; D003362:Cost-Benefit Analysis; D005504:Food Analysis / Q000592:standards*; D005506:Food Contamination / Q000191:economics*; D006801:Humans; D011786:Quality Control; D012494:Sampling Studies; D012680:Sensitivity and Specificity; D035501:Uncertainty