Measurement errors and uncertainties theory and practice

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1. Verfasser: Rabinovič, Semen G. (VerfasserIn)
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Russian
Veröffentlicht: New York AIP Press [u.a.] 2005
Ausgabe:3. ed.
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adam_text SEMYON G. RABINOVICH MEASUREMENT ERRORS AND UNCERTAINTIES THEORY AND PRACTICE THIRD EDITION A I P /C C- PRESS CONTENTS PREFACE V CHAPTER 1 GENERAL INFORMATION ABOUT MEASUREMENTS 1 1.1. BASIC CONCEPTS AND TERMS 1 1.2. METROLOGY AND THE BASIC METROLOGICAL PROBLEMS 3 1.3. INITIAL POINTS OF THE THEORY OF MEASUREMENTS 10 1.4. CLASSIFICATION OF MEASUREMENTS 15 1.5. CLASSIFICATION OF MEASUREMENT ERRORS 20 1.6. PRINCIPLES OF ESTIMATION OF MEASUREMENT ERRORS AND UNCERTAINTIES 22 1.7. PRESENTATION OF RESULTS OF MEASUREMENTS; RULES FOR ROUNDING OFF 24 1.8. BASIC CONVENTIONAL NOTATIONS 28 CHAPTER 2 MEASURING INSTRUMENTS AND THEIR PROPERTIES 29 2.1. TYPES OF MEASURING INSTRUMENTS 29 2.2. THE CONCEPT OF AN IDEAL INSTRUMENT: METROLOGICAL CHARACTERISTICS OF MEASURING INSTRUMENTS 32 2.3. STANDARDIZATION OF THE METROLOGICAL CHARACTERISTICS OF MEASURING INSTRUMENTS 36 2.4. SOME SUGGESTIONS FOR CHANGING METHODS OF STANDARDIZATION OF ERRORS OF MEASURING INSTRUMENTS AND THEIR ANALYSIS 48 2.5. DYNAMIC CHARACTERISTICS OF MEASURING INSTRUMENTS AND THEIR STANDARDIZATION 52 2.6. STATISTICAL ANALYSIS OF THE ERRORS OF MEASURING INSTRUMENTS BASED ON DATA PROVIDED BY CALIBRATION LABORATORIES 57 CHAPTER 3 PREREQUISITES FOR THE ANALYSIS OF THE INACCURACY OF MEASUREMENTS AND FOR SYNTHESIS OF THEIR COMPONENTS 61 3.1. RELATIONSHIP BETWEEN ERROR AND UNCERTAINTY 61 X CONTENTS 3.2. CLASSIFICATION OF ELEMENTARY ERRORS 62 3.3. MATHEMATICAL MODELS OF ELEMENTARY ERRORS 64 3.4. METHODS FOR DESCRIBING RANDOM QUANTITIES 66 3.5. CONSTRUCTION OF THE COMPOSITION OF UNIFORM DISTRIBUTIONS 70 3.6. UNIVERSAL METHOD FOR CONSTRUCTING THE COMPOSITION OF DISTRIBUTIONS 74 3.7. NATURAL LIMITS OF MEASUREMENTS 81 CHAPTER 4 STATISTICAL METHODS FOR EXPERIMENTAL DATA PROCESSING 91 4.1. REQUIREMENTS FOR STATISTICAL ESTIMATIONS 91 4.2. ESTIMATION OF THE PARAMETERS OF THE NORMAL DISTRIBUTION 92 4.3. OUTLYING RESULTS 95 4.4. CONSTRUCTION OF CONFIDENCE INTERVALS 97 4.5. METHODS FOR TESTING HYPOTHESES ABOUT THE FORM OF THE DISTRIBUTION FUNCTION OF A RANDOM QUANTITY 101 4.6. METHODS FOR TESTING SAMPLE HOMOGENEITY 103 4.7. TRENDS IN APPLIED STATISTICS AND EXPERIMENTAL DATA PROCESSING 109 4.8. EXAMPLE: ANALYSIS OF MEASUREMENT RESULTS IN COMPARISONS OF MEASURES OF MASS 112 CHAPTER 5 DIRECT MEASUREMENTS 115 5.1. RELATION BETWEEN SINGLE AND MULTIPLE MEASUREMENTS 115 5.2. IDENTIFICATION AND ELIMINATION OF SYSTEMATIC ERRORS 118 5.3. ESTIMATION OF ELEMENTARY ERRORS 124 5.4. METHOD FOR CALCULATING THE ERRORS AND UNCERTAINTIES OF SINGLE MEASUREMENTS 128 5.5. EXAMPLE: CALCULATION OF UNCERTAINTY IN VOLTAGE MEASUREMENTS PERFORMED WITH A POINTER-TYPE VOLTMETER 132 5.6. METHODS FOR CALCULATING THE UNCERTAINTY IN MULTIPLE MEASUREMENTS 138 5.7. COMPARISON OF DIFFERENT METHODS FOR COMBINING SYSTEMATIC AND RANDOM ERRORS 149 5.8. ESSENTIAL ASPECTS OF THE ESTIMATION OF MEASUREMENT ERRORS WHEN THE NUMBER OF MEASUREMENTS IS SMALL 153 5.9. GENERAL PLAN FOR ESTIMATING MEASUREMENT UNCERTAINTY 155 CHAPTER 6 INDIRECT MEASUREMENTS 159 6.1. BASIC TERMS AND CLASSIFICATION 159 6.2. CORRELATION COEFFICIENT AND ITS CALCULATION 160 6.3. THE TRADITIONAL METHOD OF EXPERIMENTAL DATA PROCESSING 162 6.4. SHORTCOMINGS OF THE TRADITIONAL METHOD 166 6.5. THE METHOD OF REDUCTION 168 6.6. THE METHOD OF TRANSFORMATION 169 6.7. ERRORS AND UNCERTAINTY OF INDIRECT MEASUREMENT RESULTS 174 CONTENTS XI CHAPTER 7 EXAMPLES OF MEASUREMENTS AND MEASUREMENT DATA PROCESSING 179 7.1. AN INDIRECT MEASUREMENT OF THE ELECTRICAL RESISTANCE OF A RESISTOR 179 7.2. THE MEASUREMENT OF THE DENSITY OF A SOLID BODY 182 7.3. THE MEASUREMENT OF IONIZATION CURRENT BY THE COMPENSATION METHOD .... 189 7.4. THE MEASUREMENT OF POWER AT HIGH FREQUENCY 192 7.5. THE MEASUREMENT OF VOLTAGE WITH THE HELP OF A POTENTIOMETER AND A VOLTAGE DIVIDER 193 7.6. CALCULATION OF THE UNCERTAINTY OF THE VALUE OF A COMPOUND RESISTOR 197 CHAPTER 8 COMBINED MEASUREMENTS 201 8.1. GENERAL REMARKS ABOUT THE METHOD OF LEAST SQUARES 201 8.2. MEASUREMENTS WITH LINEAR EQUALLY ACCURATE CONDITIONAL EQUATIONS 203 8.3. REDUCTION OF LINEAR UNEQUALLY ACCURATE CONDITIONAL EQUATIONS TO EQUALLY ACCURATE CONDITIONAL EQUATIONS 205 8.4. LINEARIZATION OF NONLINEAR CONDITIONAL EQUATIONS 206 8.5. EXAMPLES OF THE APPLICATIONS OF THE METHOD OF LEAST SQUARES 208 8.6. DETERMINATION OF THE PARAMETERS IN FORMULAS FROM EMPIRICAL DATA AND CONSTRUCTION OF CALIBRATION CURVES 213 CHAPTER 9 COMBINING THE RESULTS OF MEASUREMENTS 219 9.1. INTRODUCTORY REMARKS 219 9.2. THEORETICAL PRINCIPLES 219 9.3. EFFECT OF THE ERROR OF THE WEIGHTS ON THE ERROR OF THE WEIGHTED MEAN 223 9.4. COMBINING THE RESULTS OF MEASUREMENTS IN WHICH THE RANDOM ERRORS PREDOMINATE 225 9.5. COMBINING THE RESULTS OF MEASUREMENTS CONTAINING BOTH SYSTEMATIC AND RANDOM ERRORS 226 9.6. EXAMPLE: MEASUREMENT OF THE ACTIVITY OF NUCLIDES IN A SOURCE 233 CHAPTER 10 CALCULATION OF THE ERRORS OF MEASURING INSTRUMENTS 237 10.1. THE PROBLEMS OF CALCULATING MEASURING INSTRUMENT ERRORS 237 10.2. METHODS FOR CALCULATING INSTRUMENT ERRORS 238 10.3. CALCULATION OF THE ERRORS OF ELECTRIC BALANCES (UNIQUE INSTRUMENT) 249 10.4. CALCULATION OF THE ERROR OF AC VOLTMETERS (MASS-PRODUCED INSTRUMENT).... 251 10.5. CALCULATION OF THE ERROR OF DIGITAL THERMOMETERS (MASS-PRODUCED INSTRUMENT) 258 CHAPTER 11 PROBLEMS IN THE THEORY OF CALIBRATION 263 11.1. TYPES OF CALIBRATION 263 XII CONTENTS 11.2. ESTIMATION OF THE ERRORS OF MEASURING INSTRUMENTS IN VERIFICATION 265 11.3. REJECTS OF VERIFICATION AND WAYS TO REDUCE THEIR NUMBER 269 11.4. CALCULATION OF A NECESSARY NUMBER OF STANDARDS 275 CHAPTER 12 CONCLUSION 283 12.1. MEASUREMENT DATA PROCESSING: PAST, PRESENT, AND FUTURE 283 12.2. REMARKS ON THE INTERNATIONAL VOCABULARY OF BASIC AND GENERAL TERMS IN METROLOGY 285 12.3. DRAWBACKS OF THE GUIDE TO THE EXPRESSION OF UNCERTAINTY IN MEASUREMENT 286 APPENDIX 289 GLOSSARY 295 REFERENCES 299 INDEX 303
adam_txt SEMYON G. RABINOVICH MEASUREMENT ERRORS AND UNCERTAINTIES THEORY AND PRACTICE THIRD EDITION A I P /C\C- PRESS CONTENTS PREFACE V CHAPTER 1 GENERAL INFORMATION ABOUT MEASUREMENTS 1 1.1. BASIC CONCEPTS AND TERMS 1 1.2. METROLOGY AND THE BASIC METROLOGICAL PROBLEMS 3 1.3. INITIAL POINTS OF THE THEORY OF MEASUREMENTS 10 1.4. CLASSIFICATION OF MEASUREMENTS 15 1.5. CLASSIFICATION OF MEASUREMENT ERRORS 20 1.6. PRINCIPLES OF ESTIMATION OF MEASUREMENT ERRORS AND UNCERTAINTIES 22 1.7. PRESENTATION OF RESULTS OF MEASUREMENTS; RULES FOR ROUNDING OFF 24 1.8. BASIC CONVENTIONAL NOTATIONS 28 CHAPTER 2 MEASURING INSTRUMENTS AND THEIR PROPERTIES 29 2.1. TYPES OF MEASURING INSTRUMENTS 29 2.2. THE CONCEPT OF AN IDEAL INSTRUMENT: METROLOGICAL CHARACTERISTICS OF MEASURING INSTRUMENTS 32 2.3. STANDARDIZATION OF THE METROLOGICAL CHARACTERISTICS OF MEASURING INSTRUMENTS 36 2.4. SOME SUGGESTIONS FOR CHANGING METHODS OF STANDARDIZATION OF ERRORS OF MEASURING INSTRUMENTS AND THEIR ANALYSIS 48 2.5. DYNAMIC CHARACTERISTICS OF MEASURING INSTRUMENTS AND THEIR STANDARDIZATION 52 2.6. STATISTICAL ANALYSIS OF THE ERRORS OF MEASURING INSTRUMENTS BASED ON DATA PROVIDED BY CALIBRATION LABORATORIES 57 CHAPTER 3 PREREQUISITES FOR THE ANALYSIS OF THE INACCURACY OF MEASUREMENTS AND FOR SYNTHESIS OF THEIR COMPONENTS 61 3.1. RELATIONSHIP BETWEEN ERROR AND UNCERTAINTY 61 X CONTENTS 3.2. CLASSIFICATION OF ELEMENTARY ERRORS 62 3.3. MATHEMATICAL MODELS OF ELEMENTARY ERRORS 64 3.4. METHODS FOR DESCRIBING RANDOM QUANTITIES 66 3.5. CONSTRUCTION OF THE COMPOSITION OF UNIFORM DISTRIBUTIONS 70 3.6. UNIVERSAL METHOD FOR CONSTRUCTING THE COMPOSITION OF DISTRIBUTIONS 74 3.7. NATURAL LIMITS OF MEASUREMENTS 81 CHAPTER 4 STATISTICAL METHODS FOR EXPERIMENTAL DATA PROCESSING 91 4.1. REQUIREMENTS FOR STATISTICAL ESTIMATIONS 91 4.2. ESTIMATION OF THE PARAMETERS OF THE NORMAL DISTRIBUTION 92 4.3. OUTLYING RESULTS 95 4.4. CONSTRUCTION OF CONFIDENCE INTERVALS 97 4.5. METHODS FOR TESTING HYPOTHESES ABOUT THE FORM OF THE DISTRIBUTION FUNCTION OF A RANDOM QUANTITY 101 4.6. METHODS FOR TESTING SAMPLE HOMOGENEITY 103 4.7. TRENDS IN APPLIED STATISTICS AND EXPERIMENTAL DATA PROCESSING 109 4.8. EXAMPLE: ANALYSIS OF MEASUREMENT RESULTS IN COMPARISONS OF MEASURES OF MASS 112 CHAPTER 5 DIRECT MEASUREMENTS 115 5.1. RELATION BETWEEN SINGLE AND MULTIPLE MEASUREMENTS 115 5.2. IDENTIFICATION AND ELIMINATION OF SYSTEMATIC ERRORS 118 5.3. ESTIMATION OF ELEMENTARY ERRORS 124 5.4. METHOD FOR CALCULATING THE ERRORS AND UNCERTAINTIES OF SINGLE MEASUREMENTS 128 5.5. EXAMPLE: CALCULATION OF UNCERTAINTY IN VOLTAGE MEASUREMENTS PERFORMED WITH A POINTER-TYPE VOLTMETER 132 5.6. METHODS FOR CALCULATING THE UNCERTAINTY IN MULTIPLE MEASUREMENTS 138 5.7. COMPARISON OF DIFFERENT METHODS FOR COMBINING SYSTEMATIC AND RANDOM ERRORS 149 5.8. ESSENTIAL ASPECTS OF THE ESTIMATION OF MEASUREMENT ERRORS WHEN THE NUMBER OF MEASUREMENTS IS SMALL 153 5.9. GENERAL PLAN FOR ESTIMATING MEASUREMENT UNCERTAINTY 155 CHAPTER 6 INDIRECT MEASUREMENTS 159 6.1. BASIC TERMS AND CLASSIFICATION 159 6.2. CORRELATION COEFFICIENT AND ITS CALCULATION 160 6.3. THE TRADITIONAL METHOD OF EXPERIMENTAL DATA PROCESSING 162 6.4. SHORTCOMINGS OF THE TRADITIONAL METHOD 166 6.5. THE METHOD OF REDUCTION 168 6.6. THE METHOD OF TRANSFORMATION 169 6.7. ERRORS AND UNCERTAINTY OF INDIRECT MEASUREMENT RESULTS 174 CONTENTS XI CHAPTER 7 EXAMPLES OF MEASUREMENTS AND MEASUREMENT DATA PROCESSING 179 7.1. AN INDIRECT MEASUREMENT OF THE ELECTRICAL RESISTANCE OF A RESISTOR 179 7.2. THE MEASUREMENT OF THE DENSITY OF A SOLID BODY 182 7.3. THE MEASUREMENT OF IONIZATION CURRENT BY THE COMPENSATION METHOD . 189 7.4. THE MEASUREMENT OF POWER AT HIGH FREQUENCY 192 7.5. THE MEASUREMENT OF VOLTAGE WITH THE HELP OF A POTENTIOMETER AND A VOLTAGE DIVIDER 193 7.6. CALCULATION OF THE UNCERTAINTY OF THE VALUE OF A COMPOUND RESISTOR 197 CHAPTER 8 COMBINED MEASUREMENTS 201 8.1. GENERAL REMARKS ABOUT THE METHOD OF LEAST SQUARES 201 8.2. MEASUREMENTS WITH LINEAR EQUALLY ACCURATE CONDITIONAL EQUATIONS 203 8.3. REDUCTION OF LINEAR UNEQUALLY ACCURATE CONDITIONAL EQUATIONS TO EQUALLY ACCURATE CONDITIONAL EQUATIONS 205 8.4. LINEARIZATION OF NONLINEAR CONDITIONAL EQUATIONS 206 8.5. EXAMPLES OF THE APPLICATIONS OF THE METHOD OF LEAST SQUARES 208 8.6. DETERMINATION OF THE PARAMETERS IN FORMULAS FROM EMPIRICAL DATA AND CONSTRUCTION OF CALIBRATION CURVES 213 CHAPTER 9 COMBINING THE RESULTS OF MEASUREMENTS 219 9.1. INTRODUCTORY REMARKS 219 9.2. THEORETICAL PRINCIPLES 219 9.3. EFFECT OF THE ERROR OF THE WEIGHTS ON THE ERROR OF THE WEIGHTED MEAN 223 9.4. COMBINING THE RESULTS OF MEASUREMENTS IN WHICH THE RANDOM ERRORS PREDOMINATE 225 9.5. COMBINING THE RESULTS OF MEASUREMENTS CONTAINING BOTH SYSTEMATIC AND RANDOM ERRORS 226 9.6. EXAMPLE: MEASUREMENT OF THE ACTIVITY OF NUCLIDES IN A SOURCE 233 CHAPTER 10 CALCULATION OF THE ERRORS OF MEASURING INSTRUMENTS 237 10.1. THE PROBLEMS OF CALCULATING MEASURING INSTRUMENT ERRORS 237 10.2. METHODS FOR CALCULATING INSTRUMENT ERRORS 238 10.3. CALCULATION OF THE ERRORS OF ELECTRIC BALANCES (UNIQUE INSTRUMENT) 249 10.4. CALCULATION OF THE ERROR OF AC VOLTMETERS (MASS-PRODUCED INSTRUMENT). 251 10.5. CALCULATION OF THE ERROR OF DIGITAL THERMOMETERS (MASS-PRODUCED INSTRUMENT) 258 CHAPTER 11 PROBLEMS IN THE THEORY OF CALIBRATION 263 11.1. TYPES OF CALIBRATION 263 XII CONTENTS 11.2. ESTIMATION OF THE ERRORS OF MEASURING INSTRUMENTS IN VERIFICATION 265 11.3. REJECTS OF VERIFICATION AND WAYS TO REDUCE THEIR NUMBER 269 11.4. CALCULATION OF A NECESSARY NUMBER OF STANDARDS 275 CHAPTER 12 CONCLUSION 283 12.1. MEASUREMENT DATA PROCESSING: PAST, PRESENT, AND FUTURE 283 12.2. REMARKS ON THE "INTERNATIONAL VOCABULARY OF BASIC AND GENERAL TERMS IN METROLOGY" 285 12.3. DRAWBACKS OF THE "GUIDE TO THE EXPRESSION OF UNCERTAINTY IN MEASUREMENT" 286 APPENDIX 289 GLOSSARY 295 REFERENCES 299 INDEX 303
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Pogrešnosti izmerenij
Measurement errors and uncertainties theory and practice Semyon G. Rabinovich
3. ed.
New York AIP Press [u.a.] 2005
XII, 308 S. graph. Darst.
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SWB Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=014569165&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis
1\p cgwrk 20201028 DE-101 https://d-nb.info/provenance/plan#cgwrk
2\p cgwrk 20201028 DE-101 https://d-nb.info/provenance/plan#cgwrk
spellingShingle Rabinovič, Semen G.
Measurement errors and uncertainties theory and practice
Messfehler (DE-588)4133270-2 gnd
Messunsicherheit (DE-588)4210374-5 gnd
Messgenauigkeit (DE-588)4138706-5 gnd
subject_GND (DE-588)4133270-2
(DE-588)4210374-5
(DE-588)4138706-5
title Measurement errors and uncertainties theory and practice
title_alt Pogrešnosti izmerenij
title_auth Measurement errors and uncertainties theory and practice
title_exact_search Measurement errors and uncertainties theory and practice
title_exact_search_txtP Measurement errors and uncertainties theory and practice
title_full Measurement errors and uncertainties theory and practice Semyon G. Rabinovich
title_fullStr Measurement errors and uncertainties theory and practice Semyon G. Rabinovich
title_full_unstemmed Measurement errors and uncertainties theory and practice Semyon G. Rabinovich
title_short Measurement errors and uncertainties
title_sort measurement errors and uncertainties theory and practice
title_sub theory and practice
topic Messfehler (DE-588)4133270-2 gnd
Messunsicherheit (DE-588)4210374-5 gnd
Messgenauigkeit (DE-588)4138706-5 gnd
topic_facet Messfehler
Messunsicherheit
Messgenauigkeit
url http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=014569165&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA
work_keys_str_mv AT rabinovicsemeng pogresnostiizmerenij
AT rabinovicsemeng measurementerrorsanduncertaintiestheoryandpractice