Metrology and Theory of Measurement by Anna G. Chunovkina

By Anna G. Chunovkina

Metrology is the technology of measurements. it truly is traceable to dimension criteria, hence to the idea that of size accuracy, that is utilized in all common and technical sciences, in addition to in a few fields of social sciences and liberal arts. the main challenge is certainly one of acquiring wisdom of the actual fact, that is saw via a prism of an assemblage of volume homes describing the objectively-real international. one of many basic initiatives of metrology is the advance of theoretical and methodological elements of the strategy of having a correct wisdom on the subject of gadgets and procedures of the encircling global. as a result quick improvement of data applied sciences and clever size structures and measuring tools, in addition to to the turning out to be utilization of mathematical tools in social and organic sciences, this monograph is devoted to show the basic conception.

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2) is applied in this case for an analysis of consistent data. bN /is the PDF of measurand and systematic biases of laboratory results. x, b1 , : : : , bN jx1 , : : : , xN / d x d b1 d bi 1 d biC1 d bN . Let us note that methods of statistic modeling can be used to obtain the a posteriori PDFs of the measurand and the systematic biases for the a priori PDEs of an arbitrary form and for an arbitrary likelihood function. x, b1 , : : : , bn j : : : , xi , , uBi : : : . xi x bi /2 . uBi à 2 i/ 1 . Thus, the Bayesian approach gives a weighted mean of measurement results as an estimate of the measurand.

Uncertainties of the multiplicative corrections and their comparison. r1 / ! x1 / Pn 1 ! xi / Ã The multiplicative correction r can be considered to be the generalization of corrections r1 and r2 , since at D 0 it coincides with r1 . 5. Differences in uncertainties associated with the corrections considered depend first of all on the coefficient of correlation among the results of linking institutes. 1 L , nL n /2 u2rel L . nL Further on, a significant correlation among linking laboratories results is assumed; therefore the correction r2 is considered for linking comparisons [261].

After that, the pooled data consistency was checked, applying 2 criterion with the purpose of confirming the claimed calibration capabilities. It should be noted that the given approach for linking the regional comparisons does not lead to any increase of the initial uncertainty of regional comparison results, since the joint RMO-CIPM comparison is interpreted as a single key comparison including a number of circles with various (but similar) sets of traveling standards. It is important for these circles to be “crossed” through the results of linking institutes.

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Metrology and Theory of Measurement by Anna G. Chunovkina
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