GB/T 27759-2011Measurement of fluid flow -- Procedures for the evaluation of uncertainties (English PDF)
流体流量测量 不确定度评定程序
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Issued by
Standardization Administration of China
Level / Type
National · Recommended
Issue date
December 30, 2011
Implementation date
May 1, 2012
Scope
GB/T 27759-2011 is the English-translated version of 流体流量测量 不确定度评定程序.
GB/T 27759-2011 — This standard describes the determination and assessment of fluid flow or the total measurement uncertainty of the basic principles and procedures.
Appendix A shows the step of calculating uncertainty. This standard applies to the assessment of the uncertainty of the fluid flow or the total measurement.
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Document preview — GB/T 27759-2011
National Standard of the People's Republic of China
- ICS
- 17.120.10
- Classification
- N 12
Issued by: Standardization Administration of China
Contents
- Introduction
- 1 Scope
- 2 Normative references
- 3 Terms and definitions
- 4 Symbols and abbreviations
- 4.1 Symbols
- 4.2 Subscripts
- Evaluation of uncertainty in measurement 5
- Uncertainty Evaluation of Class A 6
- 6.1 General
- 6.2 Calculation Step
- 7 Class B Uncertainty Evaluation
- 7.1 General
- 7.2 Calculation Method
- 7.3 Rectangular probability distribution
- 7.4 Normal probability distribution
- 7.5 8 triangular probability distribution
- 7.6 Bimodal probability distribution
- 7.7 Determine the probability distribution of
- 7.8 Asymmetric probability distribution
- 8 9 sensitivity coefficient
- 8.1 General
- 8.2 Analysis
- 8.3 Numerical Method
Foreword
This standard was drafted in accordance with GB/T 1.1-2009 given rules.
This standard uses the translation method identical with ISO 5168:2005 "Fluid Flow Measurement Uncertainty Evaluation Program" (in English).
This standard makes the following editorial changes.
--- Is consistent with JJF1059-1999 "Evaluation and Expression of Uncertainty in Measurement" symbol, the relative standard uncertainty of symbols for use "Urel" instead of "u *", the relative expanded uncertainty using a symbol "Urel" instead of "U *";
--- Remove the original International Standard is not in the standard normative references Normative references ISO 9300, and to include a reference literature;
--- Rearrange the order of reference.
The standard proposed by China Machinery Industry Federation.
This standard by the national industrial process measurement and control Standardization Technical Committee (SAC/TC124) centralized.
This standard was drafted. Shanghai Industrial Automation Instrumentation Institute, Naval Air Station instrumental, Shanghai Automation Instrumentation System Inspection Testing, Shanghai Institute of Measurement and Testing, Yuyao Yinhuan flow Instrument Co., Ltd. day letter Instrument Group Co., Ltd., Haiyan Majesty Test Instrument Co., Ltd., Central-day instrument Co., Ltd., Dandong Beit Engineering Automation Instrumentation Co., Ltd., Shanghai West to send Egyptian instrument packages Limited.
1 Scope
This standard describes the determination and assessment of fluid flow or the total measurement uncertainty of the basic principles and procedures.
Appendix A shows the step of calculating uncertainty.
This standard applies to the assessment of the uncertainty of the fluid flow or the total measurement.
2 Normative references
The following documents for the application of this document is essential. For dated references, only the dated version suitable for use herein Member. For undated references, the latest edition (including any amendments) applies to this document.
ISO Guide to the Expression of Uncertainty in Measurement (GUM), 1995 (ISO Guidetotheexpressionofuncertaintyinmeasure-ment (GUM), 1995) International Basic and General Terms in Metrology (VIM), 1993 (Internationalvocabularyofbasicandgeneraltermsin metrology (VIM), 1993)
3 Terms and Definitions
ISO Guide to the Expression of Uncertainty in Measurement (GUM, 1995) and the International Basic and General Terms in Metrology (VIM, 1993) defined and the following terms and definitions apply to this document.
Uncertainty and measuring outcomes, given reasonable parameter characterizing the dispersion of the measured values.
NOTE. Uncertainty expressed as an absolute no positive and negative numbers.
Standard uncertainty u (x) Measurement results with standard deviation uncertainty.
Relative standard uncertainty relativeuncertainty urel (x) Standard uncertainty divided by the best estimate.
Note 1. urel (x) = u (x)/x.
Note 2. urel (x) can be expressed as a percentage or parts per million.
Note 3. The relative uncertainty is sometimes referred to dimensionless uncertainty.
Note 4. In most cases, the best estimate is the arithmetic average of the correlation uncertainty interval.
Combined standard uncertainty uc (y) Standard uncertainty of measurement results obtained from several values \u200b\u200bof other quantities. It is equal to the positive square root of the sum of these items for
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This preview omits tables, figures, formulas and parts of the technical clauses. The complete document — 52 pages — is available in the English PDF.
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