The_Cambridge_Handbook_of_Physics_Formulas

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The Cambridge Handbook of Physics Formulas 2003 Edition GRAHAM WOAN Department of Physics & Astronomy University of Glasgow
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Page 10: CAMBRIDGE UNIVERSITY PRESS Cambridg
Page 14: 6 Solid state physics 123 6.1 Intro
Page 18: Acknowledgments This venture is fou
Page 24: Chapter 1 Units, constants, and con
Page 28: 1.2 SI units 5 1 SI prefixes a fact
Page 32: 1.3 Physical constants General cons
Page 36: 1.3 Physical constants Muon and tau
Page 40: 1.4 Converting between units unit n
Page 52: 1.5 Dimensions physical quantity sy
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Chapter 2 Mathematics 2 2.1 Notatio
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2.2 Vectors and matrices 21 Common
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2.2 Vectors and matrices 23 Laplaci
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2.2 Vectors and matrices 25 Square
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2.3 Series, summations, and progres
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2.3 Series, summations, and progres
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2.4 Complex variables 31 Complex an
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2.5 Trigonometric and hyperbolic fo
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2.6 Mensuration 35 Inverse hyperbol
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2.6 Mensuration 37 Perimeter, area,
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2.6 Mensuration 39 Curve measure Le
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2.7 Differentiation 41 Trigonometri
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2.7 Differentiation 43 Differential
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2.8 Integration 45 Trigonometric an
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2.9 Special functions and polynomia
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2.9 Special functions and polynomia
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2.10 Roots of quadratic and cubic e
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2.11 Fourier series and transforms
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2.12 Laplace transforms 55 2.12 Lap
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2.13 Probability and statistics 57
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2.13 Probability and statistics 59
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2.14 Numerical methods 61 Numerical
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Chapter 3 Dynamics and mechanics 3.
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3.2 Frames of reference 65 Momentum
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3.3 Gravitation 67 General relativi
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3.4 Particle motion 69 Reduced mass
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3.4 Particle motion 71 Gravitationa
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3.4 Particle motion 73 Inelastic co
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3.5 Rigid body dynamics 75 Moments
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3.5 Rigid body dynamics 77 Tops and
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3.7 Generalised dynamics 79 3.7 Gen
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3.8 Elasticity 81 Isotropic elastic
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3.8 Elasticity 83 Waves in strings
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3.9 Fluid dynamics 85 Viscous flow
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3.9 Fluid dynamics 87 Doppler effec
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Chapter 4 Quantum physics 4.1 Intro
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4.2 Quantum definitions 91 Operator
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4.3 Wave mechanics 93 Potential wel
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4.4 Hydrogenic atoms 95 Harmonic os
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4.4 Hydrogenic atoms 97 Orbital ang
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4.5 Angular momentum 99 Clebsch-Gor
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4.5 Angular momentum 101 Quantum pa
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4.7 High energy and nuclear physics
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Chapter 5 Thermodynamics 5.1 Introd
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5.2 Classical thermodynamics 107 Cy
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5.2 Classical thermodynamics 109 Ma
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5.3 Gas laws 111 Van der Waals gas
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5.4 Kinetic theory 113 Transport pr
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5.5 Statistical thermodynamics 115
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5.6 Fluctuations and noise 117 Nois
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5.7 Radiation processes 119 Photome
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5.7 Radiation processes 121 Blackbo
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124 Solid state physics 6.2 Periodi
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126 Solid state physics 6.3 Crystal
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128 Solid state physics Dislocation
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130 Solid state physics Debye theor
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132 Solid state physics 6.5 Electro
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134 Solid state physics Band theory
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136 Electromagnetism 7.2 Static fie
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138 Electromagnetism Electric field
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140 Electromagnetism Maxwell’s eq
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142 Electromagnetism 7.4 Fields ass
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144 Electromagnetism Paramagnetism
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146 Electromagnetism Electromagneti
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148 Electromagnetism Resonant LCR c
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150 Electromagnetism 7.7 Transmissi
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152 Electromagnetism 7.8 Waves in a
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154 Electromagnetism Reflection, re
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156 Electromagnetism Cherenkov radi
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158 Electromagnetism Magnetohydrody
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160 Electromagnetism Bremsstrahlung
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162 Optics 8.2 Interference Newton
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164 Optics 8.3 Fraunhofer diffracti
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166 Optics 8.4 Fresnel diffraction
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168 Optics 8.5 Geometrical optics L
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170 Optics 8.6 Polarisation Ellipti
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172 Optics 8.7 Coherence (scalar th
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174 Optics Lasers a R 1 R 2 r 1 r 2
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176 Astrophysics 9.2 Solar system d
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178 Astrophysics Ecliptic coordinat
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180 Astrophysics Planetary bodies B
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182 Astrophysics Stellar fusion pro
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184 Astrophysics 9.6 Cosmology Cosm
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Index Section headings are shown in
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Index 189 and Johnson noise [5.141]
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Index 191 to mass ratio of electron
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Index 193 Coulomb logarithm [7.254]
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Index 195 rectangular aperture [8.3
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Index 197 fields, 139 wave speed [7
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Index 199 energy [6.73], 133 temper
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Index 201 temperature scale [5.1],
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Index 203 Schrödinger equation [4.
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Index 205 Lagrange’s identity [2.
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Index 207 wire [7.34], 138 wire loo
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Index 209 Numerical methods, 60 Num
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Index 211 energy in Lagrangian [3.2
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Index 213 transmission line [7.179]
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Index 215 solenoid finite [7.38], 1
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Index 217 diffusion equation [2.340
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Index 219 84 vorticity and potentia
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