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Computational aspects of measurement uncertainty calculation

ByMartin Ernst Müller

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This dissertation elaborates the computational aspects of the calculation of measurement uncertainty. Based on a fundamental analysis of the information provided by a measurement, different evaluation methods are reviewed. Based on this analysis, the Monte Carlo method and its computational aspects are elaborated and applied to different real life measurements from chemistry, radio frequency and physics. The principle of the propagation of distributions is extended to complex-valued quantities and the calibration process. All results of this work are integrated into the software project MUSE. Therefore, it is possible to apply the derived results in practice.

Details

Publication Date
Jun 4, 2011
Language
English
Category
Computers & Technology
Copyright
All Rights Reserved - Standard Copyright License
Contributors
By (author): Martin Ernst Müller

Specifications

Pages
261
Binding
Perfect Bound
Interior Color
Black & White
Dimensions
US Trade (6 x 9 in / 152 x 229 mm)

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