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Practical physics /

Practical Physics demonstrates the purposive and critical approach that should be made to all experimental work in physics. It does not describe a systematic course of experiments, but is intended as a companion to any undergraduate course of practical work. The text is in three parts. The first dea...

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Detalles Bibliográficos
Clasificación:Libro Electrónico
Autor principal: Squires, G. L. (Gordon Leslie)
Formato: Electrónico eBook
Idioma:Inglés
Publicado: Cambridge ; New York : Cambridge University Press, 2001.
Edición:4th ed.
Temas:
Acceso en línea:Texto completo
Tabla de Contenidos:
  • 1 Object of practical physics 1
  • Part 1 Statistical Treatment of Data
  • 2.1 Importance of estimating errors 5
  • 2.2 Systematic and random errors 6
  • 2.3 Systematic errors 8
  • 3 Treatment of a single variable 9
  • 3.2 Set of measurements 10
  • 3.3 Distribution of measurements 10
  • 3.4 Estimation of [sigma] and [sigma subscript m] 14
  • 3.5 Gaussian distribution 18
  • 3.6 Integral function 19
  • 3.7 Error in the error 22
  • 3.8 Discussion of the Gaussian distribution 22
  • Summary of symbols, nomenclature, and important formulae 24
  • 4 Further topics in statistical theory 27
  • 4.1 Treatment of functions 27
  • 4.2 Straight line--method of least squares 30
  • 4.3 Straight line--points in pairs 36
  • 4.4 Weighting of results 37
  • Summary of equations for the best straight line by the method of least squares 39
  • 5 Common sense in errors 43
  • 5.1 Error calculations in practice 43
  • 5.2 Complicated functions 46
  • 5.3 Errors and experimental procedure 48
  • Summary of treatment of errors 50
  • Part 2 Experimental Methods
  • 6 Some laboratory instruments and methods 55
  • 6.2 Metre rule 55
  • 6.3 Micrometer screw gauge 57
  • 6.4 Measurement of length--choice of method 58
  • 6.5 Measurement of length--temperature effect 61
  • 6.6 Beat method of measuring frequency 62
  • 6.7 Negative feedback amplifier 64
  • 6.8 Servo systems 67
  • 6.9 Natural limits of measurement 69
  • 7 Some experimental techniques 73
  • 7.1 Rayleigh refractometer 73
  • 7.2 Measurement of resistivity 79
  • 7.3 Absolute measurement of the acceleration due to the Earth's gravity 86
  • 7.4 Measurement of frequency and time 94
  • 7.5 Global Positioning System 98
  • 8 Experimental logic 102
  • 8.2 Apparent symmetry in apparatus 102
  • 8.3 Sequence of measurements 103
  • 8.4 Intentional and unintentional changes 104
  • 8.5 Drift 105
  • 8.6 Systematic variations 106
  • 8.7 Calculated and empirical corrections 109
  • 8.8 Relative methods 111
  • 8.9 Null methods 113
  • 8.10 Why make precise measurements? 114
  • 9 Common sense in experiments 117
  • 9.1 Preliminary experiment 117
  • 9.2 Checking the obvious 118
  • 9.3 Personal errors 119
  • 9.4 Repetition of measurements 119
  • 9.5 Working out results 121
  • 9.6 Design of apparatus 122
  • Part 3 Record and Calculations
  • 10 Record of the experiment 125
  • 10.2 Bound notebook versus loose-leaf 125
  • 10.3 Recording measurements 126
  • 10.4 Down with copying 126
  • 10.5 Diagrams 127
  • 10.7 Aids to clarity 130
  • 10.8 Some common faults--ambiguity and vagueness 131
  • 11 Graphs 133
  • 11.1 Use of graphs 133
  • 11.2 Choice of ruling 137
  • 11.3 Scale 137
  • 11.4 Units 138
  • 11.5 Some hints on drawing graphs 138
  • 11.6 Indicating errors 141
  • 11.7 Sensitivity 142
  • 12 Arithmetic 144
  • 12.1 Arithmetic is important 144
  • 12.2 Computers 144
  • 12.3 Calculators 145
  • 12.4 Ways of reducing arithmetical mistakes 145
  • 12.5 Checking algebra 148
  • 13 Writing a paper 152
  • 13.2 Title 152
  • 13.4 Plan of paper 153
  • 13.5 Sections of paper 153
  • 13.6 Diagrams, graphs, and tables 155
  • 13.8 Clarity 156
  • 13.9 Good English 156
  • A Evaluation of some integrals connected with the Gaussian function 161
  • B Variance of s[superscript 2] for a Gaussian distribution 164
  • C Straight line--the standard error in the slope and intercept 166
  • Comment on the dependence of m, c, and b 170
  • D Binomial and Poisson distributions 171
  • Binomial distribution 171
  • Poisson distribution 173
  • E X[superscript 2] distribution--test of goodness of fit 176
  • Derivation of x[superscript 2] distribution 177
  • Function P[subscript n](x[superscript 2]) 180
  • Degrees of freedom 181
  • Test of goodness of fit 182
  • Worked examples 184
  • F SI units 188
  • Names and symbols 189
  • Decimal factors 190
  • Relation to c.g.s. units 190
  • Definition of the SI base units 191
  • G Values of physical constants 192
  • H Mathematical tables 193
  • Values of the Gaussian function and the Gaussian integral function 193
  • Values of x[superscript 2] for given v and P 194.