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Measurement of fluid flow. Procedures for the evaluation of uncertainties
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Available format(s): Hardcopy, PDF
Language(s): English
Published date: 10-08-2005
Publisher: British Standards Institution
Foreword Introduction 1 Scope2 Normative references3 Terms and definitions4 Symbols and abbreviated terms 4.1 Symbols 4.2 Subscripts5 Evaluation of the uncertainty in a measurement process6 Type A evaluations of uncertainty 6.1 General considerations 6.2 Calculation procedures7 Type B evaluation of uncertainties 7.1 General considerations 7.2 Calculation procedure 7.3 Rectangular probability distribution 7.4 Normal probability distribution 7.5 Triangular probability distribution 7.6 Bimodal probability distribution 7.7 Assigning a probability distribution 7.8 Asymmetric probability distributions8 Sensitivity coefficients 8.1 General 8.2 Analytical solution 8.3 Numerical solution9 Combination of uncertainties10 Expression of results 10.1 Expanded uncertainty 10.2 Uncertainty budgetAnnex A (normative) Step-by-step procedure for calculating uncertaintyAnnex B (normative) Probability distributionsAnnex C (normative) Coverage factorsAnnex D (informative) Basic statistical concepts for use in Type A assessments of uncertaintyAnnex E (informative) Measurement uncertainty sourcesAnnex F (informative) Correlated input variablesAnnex G (informative) ExamplesAnnex H (informative) The calibration of a flow meter on a calibration rigAnnex I (informative) Type A and Type B uncertainties in relation to contributions to uncertainty from "random" and "systematic" sources of uncertaintyAnnex J (informative) Special situations using two or more meters in parallelAnnex K (informative) Alternative technique for uncertainty analysisBibliography
Specifies a general principles and describes procedures for evaluating the uncertainty of a fluid flow-rate or quantity.
This International Standard establishes general principles and describes procedures for evaluating the uncertainty of a fluid flow-rate or quantity.
A step-by-step procedure for calculating uncertainty is given in Annex A.
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