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- W2145216407 abstract "This paper presents, entirely within the scope of the GUM Supplement 1, a rigorous treatment of the comparison loss in the microwave power meter calibration problem. The treatment is made for especially selected cases with feasible uncertainty values for the instruments. The resulting modelling function, without any simplification, is treated with the GUM Supplement 1 proposed propagation of distributions approach and with the law of propagation of uncertainties approach. Monte Carlo simulations (MCSs), performed with one billion trials, make possible a precise determination of the output statistical values. As expected for actual physical problems, output PDFs are continuous for all cases with meaningful physical parameters. Results show that the estimates provided by the law of propagation of uncertainties are shifted by a positive amount in relation to the estimates provided by MCS. The standard uncertainty values obtained with the law of propagation of uncertainties with terms up to second order are coincident with the values provided by MCS within 3 parts in 105. The law of distribution of uncertainties is not validated for the treatment of this problem." @default.
- W2145216407 created "2016-06-24" @default.
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- W2145216407 date "2008-03-31" @default.
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- W2145216407 title "Revisiting the example of ‘comparison loss in microwave power meter calibration’—a rigorous, simple approach" @default.
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- W2145216407 doi "https://doi.org/10.1088/0026-1394/45/2/014" @default.
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