Abstract
The problem of studying of the uncertainty theory principles and understanding the relationship between the concepts of uncertainty and error and practical application skills of the determining uncertainty method in the international harmonization pursuit and unification of measurement results evaluation were analyzed.The estimating uncertainty results by standard methods can be sublimated into tabular form shown as uncertainty budget. To calculate the indicators that make up the uncertainty budget it is necessary to make a model equation of the studying process, to obtain numerical values for standard uncertainties of types A and B, sensitivity coefficients, total standard uncertainty and extended uncertainty. These calculations require specialists in technical specialties, with a high level of mathematical training and a lot of effort and time to solve practical problems for uncertainty assessment when solving a specific engineering problem. Therefore, it is advisable to use computer mathematics systems (CMS) to calculate the measurement uncertainty budget.Skills possession in working with CMS Maple allows you to algorithmize the estimating measurement uncertainty process. The authors have developed a training program called UC (Uncertainty), which makes it possible to obtain results for budgeting uncertainty in the presence of a model equation of the process and measurement results.Thus, the using CMS Maple expediency and possibility to solve the problems of applied metrology to assess the measurement results uncertainty are substantiated.
Highlights
Since 2007 the 1 January according to Order of State Committee for Technical Regulation and Consumer Policy of Ukraine since 11.07.2006 the normative document was came into force DSTU-N RMG 43:2006 Metrology
As parameter a measurement uncertainty characterized scattering the set of possible values but not certain measurement result’s value [2]
Calculate the Combined Standard Uncertainty After we have reduced the uncertainty sources to standard deviation equivalents, it is necessary to combine them
Summary
Annotation The problem of studying of the uncertainty theory principles and understanding the relationship between the concepts of uncertainty and error and practical application skills of the determining uncertainty method in the international harmonization pursuit and unification of measurement results evaluation were analyzed. The using CMS Maple expediency and possibility to solve the problems of applied metrology to assess the measurement results uncertainty are substantiated. Actual problem today is a lack of understanding the uncertainty principles and the relation between uncertainty and error conceptions by metrology engineers They have not enough competence of practical applied method expression uncertainty that is a part of the desire to international harmonization and unification of measurement results estimation. Compared to other mathematical software packages, CMS Maple has several advantages that are of particular importance when solving statistical applied problems in the field of metrology, namely: possibility of symbolic calculations, operation of numbers with arbitrary accuracy, representation of graphs in dynamic mode, etc [8]
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