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Calibration method to assess the accuracy of measurementdevices using the theory of uncertainty

Published online by Cambridge University Press:  02 December 2014

O. M. Vasilevskyi
O. M. Vasilevskyi*
Affiliation:
Department of Metrology and industrial automation, Vinnytsya National Technical University, 95 Khmelnitskoye Shose, 21021 Vinnitsya, Ukraine
*
⋆ Correspondence:wasilevskiy@mail.ru
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Abstract

The development of evaluation methods for precision measurement and inter-verificationinterval measurement for measurement devices based on the concept of the uncertainty ofmeasurement is needed in order to establish the timing of the next scheduled orunscheduled verification of the correspondence of metrological characteristics to theirstandardised values. The definition of the timing (periodicity) of the metrologicalverification of measurement devices as used in business or health care, while monitoringenvironmental conditions and proving health and safety at work, is an urgent issue inscientific research, upon which depends the quality of goods and services. A method ofevaluating the accuracy of measurements and the inter-verification interval formeasurement devices is proposed, based on using international standards guidelines forquality measurement. The calibration method for evaluating the inter-verification intervalof measurement devices was tested during the metrological certification of the measurementdevice for the moment of inertia of electric motors.

Keywords

Metrological certificationinter-verification intervalmeasurement uncertaintyquality assurance of measurements
Type
Research Article
Information
International Journal of Metrology and Quality Engineering , Volume 5 , Issue 4 , 2014 , 403
Copyright
© EDP Sciences 2014

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References

ISO/IEC Guide 98-1:2009, Uncertainty of measurement – Part 1: Introduction to the expression of uncertainty in measurement (Geneva, Switzerland, ISO, 2009), p. 32
IEC GUIDE 115-2007, Application of uncertainty of measurement to conformity assessment activities in the electrotechnical sector (Geneva, Switzerland, IEC, 2007), p. 54
Evaluation of measurement data. An introduction to the Guide to the expression of uncertainty in measurement and related documents, JCGM 104 (2009)
Evaluation of measurement data. Guide to the expression of uncertainty in measurement, JCGM 100, GUM 1995 with minor corrections, 1st edn. (2008)
K. Birch, Estimating Uncertainties in Testing, An Intermediate Guide to Estimating and Reporting, Uncertainty of Measurement in Testing (Measurement Good Practice Guide N° 36, British Measurement and Testing Association, 2001), p. 36, ISSN 1368-6550
O.M. Vasilevskyi, Rationing of metrological reliability parameters (Visnik Vinnitskogo politekhnichnogo institutu, Ukraine, 2011), Vol. 4, pp. 9–13, http://visnyk.vntu.edu.ua/article/view/1624
Dorozhovets, M., Z. Warsza, Evaluation of the uncertainty type A of autocorrelated measurement observations. Measurement Automation and Monitoring 2, 20–24 (2007) Google Scholar
Sysoev, Yu.S., Analysis of the drift of the metrological characteristics of measuring devices by means of Markov chains. Meas. Tech. 1, 19–24 (2012) CrossRefGoogle Scholar
Sysoev, Yu.S., Analysis of the duration of metrologically reliable operation of measuring instruments by stochastic extrapolation techniques. Meas. Tech. 1, 8–15 (2011) CrossRefGoogle Scholar
Sysoev, Yu.S., Tikhomirova, A.I., Analysis of the operational stability of measurement instruments by stochastic prediction of drift in their metrological characteristics. Meas. Tech. 6, 613– 621 (2012) CrossRefGoogle Scholar
O.M. Vasilevskyi, Advanced mathematical model of measuring the starting torque motors (Tekhnichna elektrodinamika, Ukraine, 2013), Vol. 6, pp. 76–81, http://techned.org.ua/eng/index.php?option=com˙content–&"view=article–&"id=595–&"Itemid=77
O.M. Vasilevskyi, A.V. Podzharenko, Evaluation of the measurement uncertainty of moment of inertia of the rotor in the amplitude of torsional vibrations (Visnyk Vinnytskogo politekhnichnogo instytutu, Ukraine), Vol. 4, pp. 5–9. http://visnyk.vntu.edu.ua/article/view/754
O.M. Vasilevskyi, Researches of metrology descriptions of mean measuring of moment inertia rotors electromotors. Proceedings of National Aviation University (2013), Vol. 2, pp. 62–67 (in Ukraine) http://jrnl.nau.edu.ua/index.php/visnik/article/view/5416
V. Subrahmanyan, Electric Drives (McGraw–Hill, USA, 1996), p. 715
R.M. Crowder, Electric Drives and their Controls (Oxford Unoversity Press, Oxford, 1998), p. 256