GB/T 27418-2017 English PDFUS$1639.00 · In stock
Delivery: <= 10 days. True-PDF full-copy in English will be manually translated and delivered via email. GB/T 27418-2017: Guide to the evaluation and expression of uncertainty in measurement Status: Valid
Basic dataStandard ID: GB/T 27418-2017 (GB/T27418-2017)Description (Translated English): Guide to the evaluation and expression of uncertainty in measurement Sector / Industry: National Standard (Recommended) Classification of Chinese Standard: A50 Classification of International Standard: 17.020 Word Count Estimation: 82,893 Date of Issue: 2017-12-29 Date of Implementation: 2018-07-01 Issuing agency(ies): General Administration of Quality Supervision, Inspection and Quarantine of the People's Republic of China, Standardization Administration of the People's Republic of China GB/T 27418-2017: Guide to the evaluation and expression of uncertainty in measurement---This is a DRAFT version for illustration, not a final translation. Full copy of true-PDF in English version (including equations, symbols, images, flow-chart, tables, and figures etc.) will be manually/carefully translated upon your order.Guide to the evaluation and expression of uncertainty in measurement ICS 17.020 A50 National Standards of People's Republic of China Evaluation and representation of measurement uncertainty (ISO /IEC Guide 98-3.2008, Uncertainty ofmeasurement- Part 3. Guidetotheexpressionofuncertaintyinmeasurement,MOD) Published on.2017-12-29 2018-07-01 Implementation General Administration of Quality Supervision, Inspection and Quarantine of the People's Republic of China China National Standardization Administration released ForewordThis standard was drafted in accordance with the rules given in GB/T 1.1-2009. This standard uses a redrafted law to amend the ISO /IEC Guide 98-3.2008 "Measurement uncertainty - Part 3. Measurement uncertainty Degrees represent guidelines. There is no technical difference between this standard and the ISO /IEC Guide 98-3.2008, but there are some adjustments in the structure, listed in Appendix H. This is a comparison list of the chapter numbering of this standard and the ISO /IEC Guide 98-3.2008. This standard also made the following editorial changes. --- The standard name was changed to "Measurement and Expression of Measurement Uncertainty"; --- Removed some footnotes in the International Standard regarding changes to the.2008 version of the document; --- Removed French content quoted in international standards; --- The first paragraph of International Standard Chapter 4 "A practical guide to assess the uncertainty component can be found in Appendix F" adjusted to the chapter The last paragraph; --- Rounding off the values in some examples of international standards; --- This standard replaces "confidence intervals" and "confidence levels" in international standards with "containment intervals" and "contains probabilities"; --- Modified the content of the international standard "B.2.1.1 Being Measured" and added the term "Measured" in VIM Version 3 and VIM Version 2 a description of the difference in --- Appendix B adds B.1.4.9 to explain the difference between the term "measurement results" in VIM Version 3 and VIM Version 2; --- Appendix G forms have added column names; --- Deleted the footnote in the reference, the content of the original footnote was adjusted to the corresponding entry and given by note; --- The reference literature has added two domestic related documents. This standard is proposed and managed by the National Certification and Accreditation Standardization Technical Committee (SAC/TC261). This standard was drafted by. China National Accreditation Center for Conformity Assessment, China Institute of Metrology, Tianjin Entry-Exit Inspection and Quarantine Bureau, Beijing Institute of Technology, China Shipbuilding Industry Corporation Seventh Five-Year Institute, Beijing Great Wall Metrology and Measurement Technology Institute, China Test Technology Research Institute Research institute. The main drafters of this standard. Zhang Mingxia, Lin Zhiguo, Ji Liming, Shi Changyan, Wang Yang, An Ping, Wang Chunyan, Jia Xiaochuan, Chen Lingfeng, Lu Yulin, Cui Yanmei, Ren Dongmei, Liu Haofeng.Introduction0.1 When reporting physical quantity measurement results, a quantitative description of the quality of the measurement results should be given so that the user can evaluate its reliability. degree. If there is no such explanation, the measurement results cannot be compared with each other. The measurement result cannot be compared with the reference value given in the standard or specification. Compare. Therefore, an easy-to-implement, easy to understand, and recognized method is needed to characterize the quality of the measurement results. This standard gives One such method is to evaluate and express its measurement uncertainty. 0.2 Although error and error analysis have long been part of measurement science or metrology, the notion of uncertainty as a quantitative feature is still A relatively new concept. Now everyone realizes that when the known or suspected error components are all assessed and properly repaired Afterwards, such measurements still have uncertainty. 0.3 Just as the International System of Units (SI) has been used universally in all scientific and technical measurements worldwide, the uncertainty of measurement worldwide a consensus on the assessment and presentation methods, giving easy-to-understand and properly interpreted rules that will be applied to science, engineering, commerce, and industry. A large number of measurements are extremely important. In the era of market globalization, the promotion and application of unified assessments and tables of uncertainties The method is imperative, so that measurements made by different countries can easily be compared with each other. 0.4 The ideal method for assessing and expressing the uncertainty of measurement results should be. --- Universal applicability. The method should be applicable to all types of input used in all types of measurements and measurements. The actual amount used to represent uncertainty should be. Internally coordinated. It should be directly derived from the components that contribute to it, and how these components are grouped and how these components are It is irrelevant whether to decompose into sub-component ---Transitive. If the result of the first measurement is used in the second measurement, then the uncertainty of the first result should be available As a component of evaluating the uncertainty of the second measurement. In addition, in many fields of industry, commerce, and health and safety, it is often necessary to provide a range of measurement results that can be expected in this area. The majority of the reasonable distribution of measured values is contained. The ideal method of assessing and expressing the uncertainty of measurement should be able to easily give such a Interval, especially in the interval that contains the actual probability or confidence level. 0.5 The method proposed by this standard is based on the outline given in the Recommendation INC-1 (1980)[2], which is based on the requirements of the CIPM. The request was drafted by the Working Group on Uncertainty Statements organized by BIPM. The rationality of this method is discussed in Appendix C. It satisfies All the above requirements. Most other methods used today are not. Recommendation INC-1 (1980) was approved by CIPM and It is reconfirmed in its Recommendation 1 (CI-1981)[3] and Recommendation 1 (CI-1986)[4]; A.2 and A.3 in Appendix A are CIPM constructions, respectively. The CI-1981 and CI-1986 books. Since the Recommendation INC-1 (1980) is the basis for these documents, the full text of this introduction in 0.7 Gives its content. The legal text of the INC-1 (1980) Recommendation authority is found in A.1 of ISO /IEC Guide 98-3.2008. 0.6 Chapter 8 of this standard outlines the procedures for assessing and representing measurement uncertainty, and details some of them in Appendix F. example. In addition, there are other appendices to this standard. For example, Appendix B is “True” values, errors and uncertainties, and other concepts; Appendix D is an assessment. Specific recommendations for the uncertainty component; Annex E is the degree of freedom and confidence level (including probability); Appendix G is the basic mathematical symbol used in this standard No.; and bibliography. 0.7 Recommendation INC-1 (1980) "Expression of experimental uncertainty" 1) The uncertainty of the measurement result usually contains several components, which are divided into two categories according to the evaluation methods of their values. Category A. Components assessed using statistical methods; Class B. Components assessed by other methods. Class A and B uncertainties and previously used "uncertainties introduced by random effects" and "uncertainties introduced by systemic effects" There is not always a simple correspondence between degrees. The term “system uncertainty” is misleading and should be avoided. use. Any detailed report on uncertainty should have a complete breakdown of the weights, with a numerical value for each component Get method. 2) The A-class component is characterized by the estimated variance s2i (or the estimated standard deviation si) and the degree of freedom νi. Covariance should be given when appropriate. 3) Class B components should be characterized by u2j. It can be considered that u2j is an approximation of the corresponding variance assumed to exist. Can be treated like a variance U2j, and treat uj like a standard deviation. Covariance should also be given in the same way as appropriate. 4) The composite uncertainty should be characterized by the commonly used variance synthesis method. Composite uncertainty and its components should be used The "standard deviation" is expressed in the form. 5) For special applications, it is necessary to multiply the composite uncertainty by a factor to obtain the total uncertainty, and the multiplication factor should be declared. Evaluation and representation of measurement uncertainty1 Scope1.1 This standard stipulates general rules for the evaluation and expression of uncertainty in measurement. It applies to many fields such as production workshops and basic research. Measurements of various levels of accuracy, including. a) Quality control and quality assurance using measurement activities in the production process; b) the conformity determination of the measurement results involved in laws and regulations; c) measurement activities in basic research, applied research and development work in science and engineering; d) Calibration of measurement standards and instruments for traceability to national measurement standards; e) Develop and maintain international and national physical measurement standards, including reference materials, and conduct comparisons. 1.2 This standard deals mainly with uncertainty representations of measurement results for physical quantities that are well-defined and can be characterized by unique values. Such as If a phenomenon appears as a distribution of a series of values or depends on one or several parameters, such as time, it is measured to include its distribution. A set of values for a situation or relationship. 1.3 This standard also applies to the evaluation and table of relevant uncertainties in the design and theoretical analysis of experiments, measurement methods, complex components and systems. Show. Because the measurement results and their uncertainty may only be conceptual and may be based entirely on hypothetical data, they are broadly defined in this standard. To understand the term "measurement result". 1.4 This standard only provides general rules for the evaluation and presentation of measurement uncertainty, rather than an exhaustive technical specification document. In addition, this standard Never discuss how the uncertainty of a particular measurement result will be used for different purposes after its assessment, for example. judging one result with another Whether these similar results are compatible; determine the tolerance limits in the manufacturing process; determine whether it is safe to guarantee a certain work process. and so, It may be necessary to develop specific standards based on this standard to solve specific problems or quantify uncertainty in specific measurement areas. Used for various purposes. Note. In some cases it may be considered that the concept of measurement uncertainty does not fully apply, for example when determining the precision of a test method (eg, Offer [5]).2 Normative referencesThe following documents are indispensable for the application of this document. For dated references, only dated versions apply to this document. Pieces. For undated references, the latest version (including all amendments) applies to this document. GB/T 3358.1-2009 Statistical vocabulary and symbols - Part 1. General statistical terms and terms used in probability (ISO 3534- 1.2006[7],IDT) ISO /IEC Guide 99.2007 International Metrology Fundamentals and General Concepts and Related Terms (Internationalvocabulary ofmetrology-Basicandgeneralconceptsandassociatedterms(VIM)[6]3 Terms and DefinitionsMetrics and definitions as defined in ISO /IEC Guide 99.2007 (VIM), statistical terms and definitions as defined in GB/T 3358.1, The following terms and definitions apply to this document. 3.1 Measurement uncertainty uncertaintyuncertainty; uncertaintyofmeasurement Uncertainty uncertainty Using available information, characterize non-negative parameters that impart dispersivity to the measured value. ......Tips & Frequently Asked Questions:Question 1: How long will the true-PDF of GB/T 27418-2017_English be delivered?Answer: Upon your order, we will start to translate GB/T 27418-2017_English as soon as possible, and keep you informed of the progress. The lead time is typically 6 ~ 10 working days. 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