The physics handbook: fundamentals and key equations
Gespeichert in:
| 1. Verfasser: | |
|---|---|
| Format: | Buch |
| Sprache: | English |
| Veröffentlicht: |
Weinheim
Wiley-VCH-Verl.
2007
|
| Ausgabe: | 2. ed. |
| Schriftenreihe: | Physics textbook
|
| Schlagworte: | |
| Online-Zugang: | Inhaltstext Inhaltsverzeichnis |
| Beschreibung: | Literaturverz. S. 491 - 494 |
| Beschreibung: | XXI, 514 S. graph. Darst. |
| ISBN: | 9783527406999 3527406999 |
Internformat
MARC
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| 020 | |a 3527406999 |c kart. : EUR 79.00 (freier Pr.), ca. sfr 125.00 (freier Pr.) |9 3-527-40699-9 | ||
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| 100 | 1 | |a Poole, Charles P. |d 1927-2015 |e Verfasser |0 (DE-588)121716309 |4 aut | |
| 245 | 1 | 0 | |a The physics handbook |b fundamentals and key equations |c Charles P. Poole |
| 250 | |a 2. ed. | ||
| 264 | 1 | |a Weinheim |b Wiley-VCH-Verl. |c 2007 | |
| 300 | |a XXI, 514 S. |b graph. Darst. | ||
| 336 | |b txt |2 rdacontent | ||
| 337 | |b n |2 rdamedia | ||
| 338 | |b nc |2 rdacarrier | ||
| 490 | 0 | |a Physics textbook | |
| 500 | |a Literaturverz. S. 491 - 494 | ||
| 650 | 4 | |a Physique - Guides, manuels, etc | |
| 650 | 4 | |a Physique mathématique - Guides, manuels, etc | |
| 650 | 4 | |a Mathematische Physik | |
| 650 | 4 | |a Mathematical physics |v Handbooks, manuals, etc | |
| 650 | 4 | |a Physics |v Handbooks, manuals, etc | |
| 650 | 0 | 7 | |a Physik |0 (DE-588)4045956-1 |2 gnd |9 rswk-swf |
| 650 | 0 | 7 | |a Theoretische Physik |0 (DE-588)4117202-4 |2 gnd |9 rswk-swf |
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Datensatz im Suchindex
| _version_ | 1805088809896902656 |
|---|---|
| adam_text |
CONTENTS
PREFACE
xvii
PHYSICAL CONSTANTS
xix
1
LAGRANGIAN AND HAMILTONIAN FORMULATIONS
1
1 Introduction
/
I
2
Newton's Law Approach
/ 2
3
Lagrangian Formulation
/ 3
4
Hamiltonian Formulation
/ 6
5
Variational Principles and Virtual Displacements
/ 8
2
CENTRAL FORCES
Ю
1 Introduction
/ 10
2
Action and Reaction
/
11
3
Two-Particle Central Force Motion
/ 12
4
Equations and Orbits of the Motion
/15
vii
Viii CONTENTS
5
Bound and Closed Orbits
/ 19
6
Open Orbits and Scattering
/ 22
7
Three-Body Problem
/ 24
3
RIGID BODIES
28
1
Introduction
/ 28
2
Nature and Orientation of a Rigid Body
/ 29
3
Rotation Matrices
/ 32
4
Vector and Tensor Transformations
/ 33
5
Parity
/ 34
6
Two-Dimensional Representation of Rotations
/ 35
7
Rotating Coordinate Systems and Coriolis Force
/36
8
Rotating Bodies
/ 38
4
OSCILLATIONS AND VIBRATIONS
42
1
Introduction
/ 42
2
Molecular Vibrations
/ 43
3
Rigid Body
/ 43
4
Normal Modes
/ 45
5
Triatomic Molecule
/ 46
6
Linear Chain of
N
Atoms
/ 48
7
Dispersion Relations
/ 51
8
Diatomic Linear Chain
/ 52
9
Vibrating Solids
/ 54
10
Molecular Rotations
/ 55
11
Molecular Vibrational Spectroscopy
/ 57
5
CANONICAL TRANSFORMATIONS
59
1
Introduction
/ 59
2
Nature of the Canonical Transformation
/ 60
3
Harmonic Oscillator
/ 61
4
Hamilton-Jacobi Equation
/ 62
5
Action-Angle Variables
/ 64
6
Poisson
Brackets
/ 66
CONTENTS
IX
6
NON-LINEAR
DYNAMICS AND CHAOS 68
1
Introduction
/ 68
2
Perturbation Theory
/ 69
3
Harmonic Oscillator in Phase Space
/ 70
4
System Trajectories on
Ν-Ίοή
/ 71
5
Stability of Perturbed Orbits and Chaos
/ 72
6
Logistic Equation or Quadratic Iterator
/ 73
7
Characteristics and Constants of Chaos
/ 78
8
Chaos in Different Systems
/ 81
7
RELATIVITY
87
1
Introduction
/ 87
2
Newtonian Mechanics
/ 88
3
Constancy of Speed of Light
/88
4
Lorentz
Transformation
/ 89
5
Past and Future
/ 91
6
Lorentz
Contraction and Time Dilatation
/ 94
7
Doppler
Shift
/ 95
8
Newton's Law
/ 96
9
Scalar Products and Invariants
/ 97
10
More General Transformations
/ 98
8
THERMODYNAMICS
101
1
Introduction
/ 102
2
Exact and Inexact Differentials
/ 102
3
Laws of Thermodynamics
/ 103
4
Heat Engine and Carnot Cycle
/ 105
5
Internal Energy, Enthalpy, and Free Energies
/ 107
6
Maxwell Relations
/ 108
7
Gibbs Phase Rule
/ 109
8
Changes of Phase
/110
9
Specific Heat of Ideal Gas
/ 112
10
Adiabatic Gas Law
/113
11
Specific Heat of Solids
/114
X
CONTENTS
¡2 Thermoelectric
and Thermomagnetic Effects
/ 116
13
Negative Temperatures
/ 121
14
Statistical Mechanics
/ 121
9
STATISTICAL MECHANICS AND DISTRIBUTION
FUNCTIONS
123
1
Introduction
/ 123
2
Microcanonical Ensemble
/125
3
Canonical Ensemble
/ 125
4
Grand Canonical Ensemble
/127
5
Thermodynamics
/129
6
Paramagnetism
/130
7
Entropy and Adiabatic Demagnetization
/132
8
Maxwell Distribution
/ 133
9
Classical and Quantum Statistics
/134
10
Distribution Functions
/ 137
11
Photon Statistics
/ 138
12
Ortho-Para Statistics
/ 140
1O ELECTROSTATICS AND MAGNETOSTATICS
142
1 Introduction
/
1
43
2
Electric and Magnetic Fields
/
1
43
3
Maxwell's Equations
/
1
44
4
Electromagnetic Potentials
/
1
45
5
Dielectric Constant and Permeability
/
1
46
6
Boundary Conditions at Interfaces between Media
/ 00147
7
Sources of Electric Field
/ 148
8
Sources of Magnetic Field
/ 150
9
Electrostatics
/ 152
10
Boundary Conditions at Surfaces
/ 153
11
Solving Potential Problems
/ 154
12
Tesserai
and Spherical Harmonics
/ 155
13
Magnetostatics
/ 156
14
Faraday's Law
/' 159
CONTENTS
XI
11 MULTIPOLES AND MEDIA 16O
1
Introduction
/160
2 Electric Multipoles /161
3 Electric Dipole
Fields
/ 164
4 Energy
and Torque
/ 164
5
Magnetic
Multipoles /166
6
Magnetic
Moments /167
7
Dielectric Constant and Permeability
/168
8
Ellipsoids in Electric and Magnetic Fields
/ 170
9
Nuclear and Atomic Multipoles
/ 174
12
RELATIVISTIC ELECTRODYNAMICS
176
1
Introduction
/176
2
Electromagnetic Field Tensor
/ 177
3
Invariants
/ 179
4
Field Tensor and Potentials
/ 180
5
Gauge Transformations
/ 182
6
Motion of Charge in Electromagnetic Fields
/183
7
Perpendicular Fields
/ 184
8
Adiabatic Invariants
/ 186
13
WAVE PROPAGATION
188
1
Introduction
/ 188
2
Plane Waves
/ 189
3
Reflection and Refraction
/ 191
4
Reflection, Refraction, and Transmission at Oblique
Incidence
/ 193
5
Polarization
/ 195
6
Absorption and Dispersion
/ 196
7
Conducting Media
/ 197
8
Guided Waves
/ 200
9
Modulated Waves
/ 201
10 Solitons / 202
XU CONTENTS
14
OPTICS
206
1
Introduction
/ 206
2
Index of Refraction
/ 207
3
Lenses
/ 207
4
Mirrors
/ 209
5
Polarization
/210
6
Interference and Diffraction
/212
7
Interference
/213
8
Single, Double, and Multiple Slits
/215
15
RADIATION
219
1
Introduction
/219
2
Radiating Charge and Current Distributions
/ 220
3
Radiation Zones
/ 221
4
Electric
Dipole
Radiation
/ 222
5
Charge in Uniform Motion
/ 224
6
Accelerated Charge
/ 226
7
Slowly Moving Accelerated Charge
/ 226
8
Relativistically Accelerated Charge
/ 227
9
Cherenkov Radiation
/ 230
10
Transition Radiation
/ 231
16
COLLISIONS
233
1 Introduction
/ 233
2
Coulomb Collision
/ 234
3
Collisions with Nuclei
/ 237
4 Bremsstrahlung / 239
5
Thomson Scattering
/ 240
17
ANGULAR MOMENTUM
242
1 Introduction
/ 242
2
Linear and Angular Momentum
/ 243
3
Momentum Operators
/ 244
4
Orbital and Spin Angular Momentum
/ 246
CONTENTS
ХІІІ
5
Spin-Orbit
Interaction
/ 248
6
Wave Functions and Clebsch Gordan Coefficients
/ 249
7
Irreducible Tensors
/251
18
MATRIX FORMULATION OF QUANTUM MECHANICS
255
1 Introduction
/ 255
2
Angular Momentum Matrices
/ 256
3
Addition of Angular Momentum
/ 258
4
Zeeman
Effect of Hydrogen Atom
/ 259
5
General Hamiltonian Matrix
/ 262
19 SCHRÖDINGER
EQUATION
264
1
Introduction
/ 264
2
The Hamiltonian
/ 265
3
Laplacian Operator and Radial Equation
/ 266
4
Three-Dimensional Square Well
/ 267
5
Infinite Square Well
/ 269
6
Three-Dimensional Harmonic Oscillator
/ 270
20 ONE-DIMENSIONAL QUANTUM SYSTEMS
275
1
Introduction
/275
2 Schrödinger
Equation
/ 276
3
Reflection at the Potential Step
/ 278
4
Transmission Past the Potential Step
/ 279
5
Potential Barrier
/ 281
6
Square Well Potential
/ 283
7
Infinite Square Well
/ 288
21
ATOMS
29O
1
Introduction
/ 290
2
The Hydrogen Atom
/ 291
3
Spin-Orbit Interaction
/ 295
4
The Helium Atom
/ 296
5
Energies and Sizes of Atoms
/ 299
XIV
CONTENTS
6 Hartree-Fock
Method /
304
22
PERTURBATION THEORY
306
1
Introduction
/ 306
2
Power Series Expansion
/ 307
3
Time Independent Perturbations
/ 308
4
Hydrogen Atom
Zeeman
Effect
/ 309
5
Degenerate Perturbation Theory
/312
6
Time Dependent Perturbations
/ 313
7
Transition Probability
/ 316
8
Scattering
/317
23
FLUIDS AND SOLIDS
319
1
Introduction
/319
2
Gases
/ 320
3
Phase Transitions
/ 322
4
Liquid State and Fluctuations
/ 323
5
Diffusion
/ 326
6
Structure of Solids
/ 327
7
Close Packing
/ 328
8
Direct and Reciprocal Lattice
/ 331
9
Crystal Structure Determination
/ 332
10
Wigner-Seitz Cell
/ 334
11
Phonons and Other Particles
/ 336
12
Superconductivity
/ 338
24
CONDUCTION IN SOLIDS
340
1
Introduction
/ 340
2
Electron Transport Theories
/ 342
3
Electrical Conductivity
/ 343
4
AC Electrical Conductivity
/ 344
5
Resistivity
/ 345
6
Thermal Conductivity
/ 346
7
Fermi Surface
/ 347
CONTENTS
XV
8 Energy Bands in
Two Dimensions
/354
9
Semiconductors
/357
10 Hall
Effect
/ 360
25
NUCLEI
363
1
Introduction
/ 363
2
Fundamental Forces
/ 364
3
Size of the Nucleus
/ 366
4
Binding Energy
/ 367
5
Shell Model
/ 369
6
Radioactive Decay
/ 371
7
Helicity
and Parity Non-Conservation
/ 375
8
Mössbauer
Effect
/ 376
9
Carbon Dating and the Carbon Cycle
/ 377
26
ELEMENTARY PARTICLES
379
1
Introduction
/ 379
2
Characteristics of the Fundamental Forces
/ 380
3
Particle Characteristics
/ 383
4
Three-Quark Model
/385
5
Conservation Laws and Reactions
/ 393
6
Leptons
/ 395
7
Color, Charm, Beauty, and Truth
/ 395
27
MATHEMATICAL PHYSICS: TENSORS AND MATRICES
399
1
Introduction
/ 400
2
Vector Relations
/ 400
3
Coordinate Systems
/ 402
4
Determinants
/ 407
5
Matrices
/ 408
6 Pauli
Matrices and Spinors
/ 412
7
Tensors
/ 413
8
Infinite Series
/415
9
Fourier Series
/ 416
XVI
CONTENTS
10
Fourier
Transforms
/418
11
Integral Transforms and Equations
/421
12
Complex Variables
/ 425
13
Contour Integration
/ 427
14
Group Theory
/ 430
15
Monte Carlo Method
/ 436
28
MATHEMATICAL PHYSICS: DIFFERENTIAL EQUATIONS
AND ORTHOGONAL FUNCTIONS
437
1
Introduction
/ 437
2
First-Order Differential Equations
/ 438
3
Second-Order Differential Equations
/ 439
4
Laplace and Helmholtz Equations
/ 447
5
Bessel Functions
/ 450
6
Legendre Polynomials
/ 457
7
Spherical Harmonics
/ 459
8
Gamma and Related Functions
/ 462
9
Delta Functions
/ 467
10
Green's Functions
/ 469
29
ENTANGLEMENT AND QUANTUM COMPUTING
471
1 Introduction
/ 47
1
2
Unitary Transformations of Qubits
/ 472
3
Entangled States
/ 476
4
Testing for Entanglement
/ 479
5
Factoring Large Numbers Classically
/ 482
6
Factoring Large Numbers with a Quantum Computer
/ 485
7
Implementing Quantum Computers
/ 489
BIBLIOGRAPHY
491
INDEX
495 |
| adam_txt |
CONTENTS
PREFACE
xvii
PHYSICAL CONSTANTS
xix
1
LAGRANGIAN AND HAMILTONIAN FORMULATIONS
1
1 Introduction
/
I
2
Newton's Law Approach
/ 2
3
Lagrangian Formulation
/ 3
4
Hamiltonian Formulation
/ 6
5
Variational Principles and Virtual Displacements
/ 8
2
CENTRAL FORCES
Ю
1 Introduction
/ 10
2
Action and Reaction
/
11
3
Two-Particle Central Force Motion
/ 12
4
Equations and Orbits of the Motion
/15
vii
Viii CONTENTS
5
Bound and Closed Orbits
/ 19
6
Open Orbits and Scattering
/ 22
7
Three-Body Problem
/ 24
3
RIGID BODIES
28
1
Introduction
/ 28
2
Nature and Orientation of a Rigid Body
/ 29
3
Rotation Matrices
/ 32
4
Vector and Tensor Transformations
/ 33
5
Parity
/ 34
6
Two-Dimensional Representation of Rotations
/ 35
7
Rotating Coordinate Systems and Coriolis Force
/36
8
Rotating Bodies
/ 38
4
OSCILLATIONS AND VIBRATIONS
42
1
Introduction
/ 42
2
Molecular Vibrations
/ 43
3
Rigid Body
/ 43
4
Normal Modes
/ 45
5
Triatomic Molecule
/ 46
6
Linear Chain of
N
Atoms
/ 48
7
Dispersion Relations
/ 51
8
Diatomic Linear Chain
/ 52
9
Vibrating Solids
/ 54
10
Molecular Rotations
/ 55
11
Molecular Vibrational Spectroscopy
/ 57
5
CANONICAL TRANSFORMATIONS
59
1
Introduction
/ 59
2
Nature of the Canonical Transformation
/ 60
3
Harmonic Oscillator
/ 61
4
Hamilton-Jacobi Equation
/ 62
5
Action-Angle Variables
/ 64
6
Poisson
Brackets
/ 66
CONTENTS
IX
6
NON-LINEAR
DYNAMICS AND CHAOS 68
1
Introduction
/ 68
2
Perturbation Theory
/ 69
3
Harmonic Oscillator in Phase Space
/ 70
4
System Trajectories on
Ν-Ίοή
/ 71
5
Stability of Perturbed Orbits and Chaos
/ 72
6
Logistic Equation or Quadratic Iterator
/ 73
7
Characteristics and Constants of Chaos
/ 78
8
Chaos in Different Systems
/ 81
7
RELATIVITY
87
1
Introduction
/ 87
2
Newtonian Mechanics
/ 88
3
Constancy of Speed of Light
/88
4
Lorentz
Transformation
/ 89
5
Past and Future
/ 91
6
Lorentz
Contraction and Time Dilatation
/ 94
7
Doppler
Shift
/ 95
8
Newton's Law
/ 96
9
Scalar Products and Invariants
/ 97
10
More General Transformations
/ 98
8
THERMODYNAMICS
101
1
Introduction
/ 102
2
Exact and Inexact Differentials
/ 102
3
Laws of Thermodynamics
/ 103
4
Heat Engine and Carnot Cycle
/ 105
5
Internal Energy, Enthalpy, and Free Energies
/ 107
6
Maxwell Relations
/ 108
7
Gibbs Phase Rule
/ 109
8
Changes of Phase
/110
9
Specific Heat of Ideal Gas
/ 112
10
Adiabatic Gas Law
/113
11
Specific Heat of Solids
/114
X
CONTENTS
¡2 Thermoelectric
and Thermomagnetic Effects
/ 116
13
Negative Temperatures
/ 121
14
Statistical Mechanics
/ 121
9
STATISTICAL MECHANICS AND DISTRIBUTION
FUNCTIONS
123
1
Introduction
/ 123
2
Microcanonical Ensemble
/125
3
Canonical Ensemble
/ 125
4
Grand Canonical Ensemble
/127
5
Thermodynamics
/129
6
Paramagnetism
/130
7
Entropy and Adiabatic Demagnetization
/132
8
Maxwell Distribution
/ 133
9
Classical and Quantum Statistics
/134
10
Distribution Functions
/ 137
11
Photon Statistics
/ 138
12
Ortho-Para Statistics
/ 140
1O ELECTROSTATICS AND MAGNETOSTATICS
142
1 Introduction
/
1
43
2
Electric and Magnetic Fields
/
1
43
3
Maxwell's Equations
/
1
44
4
Electromagnetic Potentials
/
1
45
5
Dielectric Constant and Permeability
/
1
46
6
Boundary Conditions at Interfaces between Media
/ 00147
7
Sources of Electric Field
/ 148
8
Sources of Magnetic Field
/ 150
9
Electrostatics
/ 152
10
Boundary Conditions at Surfaces
/ 153
11
Solving Potential Problems
/ 154
12
Tesserai
and Spherical Harmonics
/ 155
13
Magnetostatics
/ 156
14
Faraday's Law
/' 159
CONTENTS
XI
11 MULTIPOLES AND MEDIA 16O
1
Introduction
/160
2 Electric Multipoles /161
3 Electric Dipole
Fields
/ 164
4 Energy
and Torque
/ 164
5
Magnetic
Multipoles /166
6
Magnetic
Moments /167
7
Dielectric Constant and Permeability
/168
8
Ellipsoids in Electric and Magnetic Fields
/ 170
9
Nuclear and Atomic Multipoles
/ 174
12
RELATIVISTIC ELECTRODYNAMICS
176
1
Introduction
/176
2
Electromagnetic Field Tensor
/ 177
3
Invariants
/ 179
4
Field Tensor and Potentials
/ 180
5
Gauge Transformations
/ 182
6
Motion of Charge in Electromagnetic Fields
/183
7
Perpendicular Fields
/ 184
8
Adiabatic Invariants
/ 186
13
WAVE PROPAGATION
188
1
Introduction
/ 188
2
Plane Waves
/ 189
3
Reflection and Refraction
/ 191
4
Reflection, Refraction, and Transmission at Oblique
Incidence
/ 193
5
Polarization
/ 195
6
Absorption and Dispersion
/ 196
7
Conducting Media
/ 197
8
Guided Waves
/ 200
9
Modulated Waves
/ 201
10 Solitons / 202
XU CONTENTS
14
OPTICS
206
1
Introduction
/ 206
2
Index of Refraction
/ 207
3
Lenses
/ 207
4
Mirrors
/ 209
5
Polarization
/210
6
Interference and Diffraction
/212
7
Interference
/213
8
Single, Double, and Multiple Slits
/215
15
RADIATION
219
1
Introduction
/219
2
Radiating Charge and Current Distributions
/ 220
3
Radiation Zones
/ 221
4
Electric
Dipole
Radiation
/ 222
5
Charge in Uniform Motion
/ 224
6
Accelerated Charge
/ 226
7
Slowly Moving Accelerated Charge
/ 226
8
Relativistically Accelerated Charge
/ 227
9
Cherenkov Radiation
/ 230
10
Transition Radiation
/ 231
16
COLLISIONS
233
1 Introduction
/ 233
2
Coulomb Collision
/ 234
3
Collisions with Nuclei
/ 237
4 Bremsstrahlung / 239
5
Thomson Scattering
/ 240
17
ANGULAR MOMENTUM
242
1 Introduction
/ 242
2
Linear and Angular Momentum
/ 243
3
Momentum Operators
/ 244
4
Orbital and Spin Angular Momentum
/ 246
CONTENTS
ХІІІ
5
Spin-Orbit
Interaction
/ 248
6
Wave Functions and Clebsch Gordan Coefficients
/ 249
7
Irreducible Tensors
/251
18
MATRIX FORMULATION OF QUANTUM MECHANICS
255
1 Introduction
/ 255
2
Angular Momentum Matrices
/ 256
3
Addition of Angular Momentum
/ 258
4
Zeeman
Effect of Hydrogen Atom
/ 259
5
General Hamiltonian Matrix
/ 262
19 SCHRÖDINGER
EQUATION
264
1
Introduction
/ 264
2
The Hamiltonian
/ 265
3
Laplacian Operator and Radial Equation
/ 266
4
Three-Dimensional Square Well
/ 267
5
Infinite Square Well
/ 269
6
Three-Dimensional Harmonic Oscillator
/ 270
20 ONE-DIMENSIONAL QUANTUM SYSTEMS
275
1
Introduction
/275
2 Schrödinger
Equation
/ 276
3
Reflection at the Potential Step
/ 278
4
Transmission Past the Potential Step
/ 279
5
Potential Barrier
/ 281
6
Square Well Potential
/ 283
7
Infinite Square Well
/ 288
21
ATOMS
29O
1
Introduction
/ 290
2
The Hydrogen Atom
/ 291
3
Spin-Orbit Interaction
/ 295
4
The Helium Atom
/ 296
5
Energies and Sizes of Atoms
/ 299
XIV
CONTENTS
6 Hartree-Fock
Method /
304
22
PERTURBATION THEORY
306
1
Introduction
/ 306
2
Power Series Expansion
/ 307
3
Time Independent Perturbations
/ 308
4
Hydrogen Atom
Zeeman
Effect
/ 309
5
Degenerate Perturbation Theory
/312
6
Time Dependent Perturbations
/ 313
7
Transition Probability
/ 316
8
Scattering
/317
23
FLUIDS AND SOLIDS
319
1
Introduction
/319
2
Gases
/ 320
3
Phase Transitions
/ 322
4
Liquid State and Fluctuations
/ 323
5
Diffusion
/ 326
6
Structure of Solids
/ 327
7
Close Packing
/ 328
8
Direct and Reciprocal Lattice
/ 331
9
Crystal Structure Determination
/ 332
10
Wigner-Seitz Cell
/ 334
11
Phonons and Other Particles
/ 336
12
Superconductivity
/ 338
24
CONDUCTION IN SOLIDS
340
1
Introduction
/ 340
2
Electron Transport Theories
/ 342
3
Electrical Conductivity
/ 343
4
AC Electrical Conductivity
/ 344
5
Resistivity
/ 345
6
Thermal Conductivity
/ 346
7
Fermi Surface
/ 347
CONTENTS
XV
8 Energy Bands in
Two Dimensions
/354
9
Semiconductors
/357
10 Hall
Effect
/ 360
25
NUCLEI
363
1
Introduction
/ 363
2
Fundamental Forces
/ 364
3
Size of the Nucleus
/ 366
4
Binding Energy
/ 367
5
Shell Model
/ 369
6
Radioactive Decay
/ 371
7
Helicity
and Parity Non-Conservation
/ 375
8
Mössbauer
Effect
/ 376
9
Carbon Dating and the Carbon Cycle
/ 377
26
ELEMENTARY PARTICLES
379
1
Introduction
/ 379
2
Characteristics of the Fundamental Forces
/ 380
3
Particle Characteristics
/ 383
4
Three-Quark Model
/385
5
Conservation Laws and Reactions
/ 393
6
Leptons
/ 395
7
Color, Charm, Beauty, and Truth
/ 395
27
MATHEMATICAL PHYSICS: TENSORS AND MATRICES
399
1
Introduction
/ 400
2
Vector Relations
/ 400
3
Coordinate Systems
/ 402
4
Determinants
/ 407
5
Matrices
/ 408
6 Pauli
Matrices and Spinors
/ 412
7
Tensors
/ 413
8
Infinite Series
/415
9
Fourier Series
/ 416
XVI
CONTENTS
10
Fourier
Transforms
/418
11
Integral Transforms and Equations
/421
12
Complex Variables
/ 425
13
Contour Integration
/ 427
14
Group Theory
/ 430
15
Monte Carlo Method
/ 436
28
MATHEMATICAL PHYSICS: DIFFERENTIAL EQUATIONS
AND ORTHOGONAL FUNCTIONS
437
1
Introduction
/ 437
2
First-Order Differential Equations
/ 438
3
Second-Order Differential Equations
/ 439
4
Laplace and Helmholtz Equations
/ 447
5
Bessel Functions
/ 450
6
Legendre Polynomials
/ 457
7
Spherical Harmonics
/ 459
8
Gamma and Related Functions
/ 462
9
Delta Functions
/ 467
10
Green's Functions
/ 469
29
ENTANGLEMENT AND QUANTUM COMPUTING
471
1 Introduction
/ 47
1
2
Unitary Transformations of Qubits
/ 472
3
Entangled States
/ 476
4
Testing for Entanglement
/ 479
5
Factoring Large Numbers Classically
/ 482
6
Factoring Large Numbers with a Quantum Computer
/ 485
7
Implementing Quantum Computers
/ 489
BIBLIOGRAPHY
491
INDEX
495 |
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| author | Poole, Charles P. 1927-2015 |
| author_GND | (DE-588)121716309 |
| author_facet | Poole, Charles P. 1927-2015 |
| author_role | aut |
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| author_variant | c p p cp cpp |
| building | Verbundindex |
| bvnumber | BV022357470 |
| callnumber-first | Q - Science |
| callnumber-label | QC61 |
| callnumber-raw | QC61 |
| callnumber-search | QC61 |
| callnumber-sort | QC 261 |
| callnumber-subject | QC - Physics |
| classification_rvk | UC 100 |
| classification_tum | PHY 001b |
| ctrlnum | (OCoLC)180954756 (DE-599)BVBBV022357470 |
| dewey-full | 530.0202 530 |
| dewey-hundreds | 500 - Natural sciences and mathematics |
| dewey-ones | 530 - Physics |
| dewey-raw | 530.0202 530 |
| dewey-search | 530.0202 530 |
| dewey-sort | 3530.0202 |
| dewey-tens | 530 - Physics |
| discipline | Physik |
| discipline_str_mv | Physik |
| edition | 2. ed. |
| format | Book |
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| illustrated | Illustrated |
| index_date | 2024-07-02T17:02:01Z |
| indexdate | 2024-07-20T09:13:55Z |
| institution | BVB |
| isbn | 9783527406999 3527406999 |
| language | English |
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| oclc_num | 180954756 |
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| spelling | Poole, Charles P. 1927-2015 Verfasser (DE-588)121716309 aut The physics handbook fundamentals and key equations Charles P. Poole 2. ed. Weinheim Wiley-VCH-Verl. 2007 XXI, 514 S. graph. Darst. txt rdacontent n rdamedia nc rdacarrier Physics textbook Literaturverz. S. 491 - 494 Physique - Guides, manuels, etc Physique mathématique - Guides, manuels, etc Mathematische Physik Mathematical physics Handbooks, manuals, etc Physics Handbooks, manuals, etc Physik (DE-588)4045956-1 gnd rswk-swf Theoretische Physik (DE-588)4117202-4 gnd rswk-swf Physik (DE-588)4045956-1 s DE-604 Theoretische Physik (DE-588)4117202-4 s 1\p DE-604 text/html http://deposit.dnb.de/cgi-bin/dokserv?id=2856023&prov=M&dok_var=1&dok_ext=htm Inhaltstext Digitalisierung UB Regensburg application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=015566864&sequence=000002&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis 1\p cgwrk 20201028 DE-101 https://d-nb.info/provenance/plan#cgwrk |
| spellingShingle | Poole, Charles P. 1927-2015 The physics handbook fundamentals and key equations Physique - Guides, manuels, etc Physique mathématique - Guides, manuels, etc Mathematische Physik Mathematical physics Handbooks, manuals, etc Physics Handbooks, manuals, etc Physik (DE-588)4045956-1 gnd Theoretische Physik (DE-588)4117202-4 gnd |
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| title | The physics handbook fundamentals and key equations |
| title_auth | The physics handbook fundamentals and key equations |
| title_exact_search | The physics handbook fundamentals and key equations |
| title_exact_search_txtP | The physics handbook fundamentals and key equations |
| title_full | The physics handbook fundamentals and key equations Charles P. Poole |
| title_fullStr | The physics handbook fundamentals and key equations Charles P. Poole |
| title_full_unstemmed | The physics handbook fundamentals and key equations Charles P. Poole |
| title_short | The physics handbook |
| title_sort | the physics handbook fundamentals and key equations |
| title_sub | fundamentals and key equations |
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