Modified monte carlo method for calculating the expanded measurement uncertainty

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Abstract

A modified Monte Carlo method for calculating the measurement uncertainty is presented. The method is based on a random number generator for drawing the possible values associated with the output quantity. The set of the random values are represented by the Flatten-Gaussian distribution, which is a convolution of rectangular and normal distributions. The model of measurand must be defined a linear or linearized mathematical function. The numerical and practical examples of the use of the proposed method are also presented.

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Fotowicz, P. (2015). Modified monte carlo method for calculating the expanded measurement uncertainty. Advances in Intelligent Systems and Computing, 352, 67–74. https://doi.org/10.1007/978-3-319-15835-8_8

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