Introduction to modern physics: theoretical foundations
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| Sprache: | English |
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New Jersey [u.a.]
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2008
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| Beschreibung: | Ergänzung (solutions manual) u.d.T.: Amore, Paolo: Introduction to modern physics. Solutions to problems |
| Beschreibung: | XV, 477 S. graph. Darst. |
| ISBN: | 9789812812247 9812812245 9789812812254 9812812253 |
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| 100 | 1 | |a Walecka, John Dirk |e Verfasser |4 aut | |
| 245 | 1 | 0 | |a Introduction to modern physics |b theoretical foundations |c John Dirk Walecka |
| 264 | 1 | |a New Jersey [u.a.] |b World Scientific |c 2008 | |
| 300 | |a XV, 477 S. |b graph. Darst. | ||
| 336 | |b txt |2 rdacontent | ||
| 337 | |b n |2 rdamedia | ||
| 338 | |b nc |2 rdacarrier | ||
| 500 | |a Ergänzung (solutions manual) u.d.T.: Amore, Paolo: Introduction to modern physics. Solutions to problems | ||
| 650 | 4 | |a Physique | |
| 650 | 7 | |a Physique |2 ram | |
| 650 | 4 | |a Physics | |
| 650 | 0 | 7 | |a Theoretische Physik |0 (DE-588)4117202-4 |2 gnd |9 rswk-swf |
| 655 | 7 | |0 (DE-588)4123623-3 |a Lehrbuch |2 gnd-content | |
| 689 | 0 | 0 | |a Theoretische Physik |0 (DE-588)4117202-4 |D s |
| 689 | 0 | |5 DE-604 | |
| 856 | 4 | 2 | |m Digitalisierung UB Regensburg |q application/pdf |u http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=016560813&sequence=000002&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |3 Inhaltsverzeichnis |
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Datensatz im Suchindex
| _version_ | 1804137748534132736 |
|---|---|
| adam_text | Contents
Preface vii
1.
Introduction
1
2.
Classical Physics
7
2.1
Newton s Laws
......................... 7
2.1.1
Discrete Mechanics
................... 9
2.1.2
Continuum Mechanics
................. 13
2.1.3
Some Mathematics
................... 23
2.2
Statistical Physics
....................... 25
2.2.1
Classical Statistical Mechanics
............. 26
2.2.2
Equipartition Theorem
................. 29
2.3
Electrodynamics
........................ 31
2.3.1
Basic Principles
..................... 32
2.3.2
Some Applications
................... 33
2.3.3
Maxwell s Equations
.................. 36
2.3.4
Electromagnetic Radiation
............... 37
2.3.5
Source of Radiation
................... 39
3.
Some Contradictions
41
3.1
Specific Heat of Solids
..................... 41
3.2
Black-Body Radiation
..................... 46
3.2.1
Planck s Hypothesis
.................. 48
3.3
Specific Heat
—
Revisited
................... 51
3.3.1
Einstein Model
..................... 51
3.3.2
Debye Model
...................... 51
x
Introduction
to Modern Physics: Theoretical Foundations
3.4
Photoelectric Effect
....................... 52
3.4.1
Einstein s Analysis
................... 54
3.5
Compton Scattering
...................... 55
3.6
Atomic Spectra
......................... 57
3.6.1
Rutherford Atom
.................... 58
3.6.2
Bohr Atom
....................... 59
4.
Quantum Mechanics
63
4.1
Matter Waves
.......................... 63
4.2
Davisson-
Germer
Experiment
................. 65
4.3 Schrödinger
Equation
..................... 65
4.3.1
One-Dimensional Wave Equation
........... 66
4.3.2
Phase Velocity
..................... 68
4.3.3
Group Velocity
..................... 69
4.3.4
Interpretation
...................... 70
4.3.5
Differential Equation
.................. 71
4.3.6
More Mathematics
................... 72
4.3.7
Continuity Equation
.................. 74
4.3.8
General Solution for Free Particle
........... 76
4.3.9
Interpretation (Continued)
............... 77
4.3.10
Include Forces
...................... 79
4.3.11
Boundary Conditions
.................. 80
4.3.12
Stationary States
.................... 81
4.4
Solution to Some One-Dimensional Problems
........ 82
4.4.1
Particle in a One-Dimensional Box
.......... 82
4.4.2
Potential Barrier in One-Dimension
.......... 84
4.4.2.1
Scattering State
................ 85
4.4.2.2
Reflection and Transmission Coefficients
. . 87
4.4.3
Boundary Condition at a Wall
............. 90
4.4.4
Simple Harmonic Oscillator
.............. 91
4.5
Three Dimensions
....................... 92
4.5.1
Classical Continuum Mechanics
............ 93
4.5.2 Schrödinger
Equation
.................. 95
4.5.3
Particle in a Three-Dimensional Box
......... 96
4.5.4
Free Particle
—
Periodic Boundary Conditions
... 97
4.6
Comments on the Structure of Quantum Mechanics
.... 98
4.7
Angular Momentum
...................... 99
4.8
Point Coulomb Potential
.................... 104
4.9
Spin
............................... 106
Contents xi
4.10
Identical Particles
....................... 109
4.10.1
Connection Between Spin and Statistics
....... 109
4.10.2
Non-interacting, Spin-1/2
Fermions
( Fermi Gas )
...................... 109
4.10.3
Non-Interacting Bosons
( Bose
Gas )
......... 114
4.10.4
Quantum Statistics (T ^
0).............. 114
4.10.5
Wave Functions
..................... 116
5.
Atomic Physics
117
5.1
Vector Model for Addition of Angular Momenta
....... 117
5.1.1
Larmor s Theorem
................... 120
5.1.2
Effective Magnetic Moment
.............. 121
5.2
Zeeman
Effect
.......................... 122
5.3
Spin-Orbit Interaction
..................... 123
5.4
Thomas-Fermi Theory
..................... 125
5.4.1
Thomas-Fermi Equation
................ 125
5.4.2
Binding Energy of Atom
................ 131
5.4.3
Numerical Results
................... 133
5.5
Periodic System of the Elements
............... 136
5.5.1
Shielded Coulomb Potential
.............. 136
5.5.2
Hartree
Approximation
................. 137
5.5.3
Structure of the Single-Particle Levels
........ 138
5.5.4
Chemical Properties of the Elements
......... 141
6.
Nuclear Physics
145
6.1 Baryons............................. 145
6.2
/3-decay
............................. 147
6.3
Mean Life
............................ 147
6.4 Deuteron ............................ 148
6.5
Atomic Masses
......................... 154
6.6
Light Nuclei
........................... 156
6.7
Semi-Empirical Mass Formula
................. 157
6.7.1
Bulk Properties
..................... 158
6.7.2
Surface Energy
..................... 158
6.7.3
Coulomb Energy
.................... 159
6.7.4
Symmetry Energy
.................... 159
6.7.5
Pairing Energy
..................... 159
6.7.6
Empirical Fit
...................... 160
xü
Introduction
to
Modem
Physics: Theoretical Foundations
6.8
Electron Scattering
....................... 162
6.8.1
Single-Slit Diffraction
.................. 162
6.8.2
Electron Scattering from a Charge Distribution
. . . 164
6.8.3
Nuclear Charge Distribution
.............. 166
6.9
Nuclear Matter
......................... 166
6.10
Shell Model
........................... 168
6.10.1
A Simple Model
..................... 169
6.10.2
More Realistic Model
.................. 171
6.10.3
Spin-Orbit Interaction
................. 173
6.10.4
Nuclear Spins and Parities
............... 174
6.10.5
Schmidt Lines
...................... 175
6.117-Decay
............................. 177
7.
Particle Physics
181
7.1
Forces
.............................. 181
7.2
Particles
............................. 182
7.2.1
Electric Charge
..................... 182
7.3
Hadrons
............................. 182
7.3.1 Baryon
Number
..................... 182
7.3.2
Strangeness
....................... 182
7.3.3
Isospin
.......................... 183
7.3.4
Charm
.......................... 187
7.4
Yukawa Interaction
....................... 188
7.5
Leptons
............................. 191
7.6
Antiparticles
.......................... 193
7.7
Feynman Diagrams
....................... 194
7.8
5-matrix
............................. 194
7.8.1
Transition Rate
..................... 195
7.8.2
Cross Section
...................... 197
7.9
Feynman Diagrams (Continued)
............... 198
7.10
Quantum Electrodynamics (QED)
.............. 199
7.10.1
μ
-e
Scattering
...................... 199
7.10.2
Anomalous Magnetic Moment of Electron
...... 200
7.11
Quarks
.............................. 201
7.11.1
Nuclear Domain
..................... 204
7.11.2
Some Applications
................... 206
7.12
Quantum Chromodynamics (QCD)
.............. 208
7.13
Standard Model of Electroweak Interactions
......... 211
Contenta
xiii
8.
Special
Relativity
213
8.1
Michelson-Morley
Experiment.................
213
8.2
Lorentz Transformation
.................... 217
8.3
Einstein s Theory
........................ 218
8.4
Time Dilation
.......................... 221
8.5
Lorentz
Contraction
...................... 222
8.6
Transverse Dimension
..................... 223
8.7
Minkowski Space
........................ 225
8.8
Four-Vectors
.......................... 230
8.9
Some Applications
....................... 233
8.9.1
Relativistic Kinematics
................. 233
8.9.2
White Dwarf Stars
................... 239
9.
Relativistic Quantum Mechanics
245
9.1
The Dirac Equation
...................... 245
9.1.1
Non-Relativistic Reduction
.............. 250
9.1.2
Electromagnetic Current
................ 252
9.1.3
Covariant Form
..................... 252
9.1.4
Dirac Hole Theory
................... 253
9.1.5
Electromagnetic Interactions
.............. 254
9.2
Quantum Electrodynamics (QED)
.............. 255
9.3
Weak Interactions
....................... 259
9.4
Quantum Chromodynamics (QCD)
.............. 262
10.
General Relativity
265
10.1
Motion on a Two-Dimensional Surface
............ 265
10.2
Equivalence Principle
...................... 268
10.3
Local Freely Falling Frame (LF3)
............... 271
lO.áSpecial
Relativity
........................ 272
10.5
Einstein s Theory of General Relativity
........... 272
10.6
Schwarzschild Solution
..................... 274
10.6.1
Interpretation
...................... 274
10.6.2
Some Applications
................... 276
10.6.3
Schwarzschild Radius
.................. 277
10.6.4
Motion of a Point Mass
................ 279
10.7
Cosmology
........................... 281
10.7.1
Robertson-Walker Metric (fc
= 0)........... 281
10.7.2
Interpretation
...................... 283
xiv
Introduction to Modern Physics: Theoretical Foundations
10.7.3
Horizon
......................... 285
11.
Quantum Fluids
287
11.1
Superfluid 4He
......................... 287
11.1.1
Hartree
Approximation
................. 289
11.1.2
Velocity Field
...................... 290
11.1.3
Quantized Circulation
................. 291
11.1.4
Gross-Pitaevskii Equation
............... 292
11.1.5
Vortex
.......................... 293
11.1.6
Superfluidity
....................... 296
11.2
Superconductivity
....................... 298
11.2.1
Experimental Properties
................ 299
11.2.2
Some Observations
................... 300
11.2.3
Cooper Pairs
...................... 301
11.2.4
Flux Quantization
................... 308
12.
Quantum Fields
311
12.1
String
.............................. 311
12.1.1
Energy
.......................... 311
12.1.2
Normal Modes
..................... 312
12.1.3
Quantization
...................... 315
12.1.4
The Quantum Field
................... 317
12.2
Electromagnetic Field
..................... 318
12.2.1
Normal Modes
..................... 318
12.2.2
Quantization
...................... 321
12.2.3
Stimulated Emission
.................. 321
12.3
Dirac Field
........................... 322
12.3.1
Anticommutation
Relations
.............. 322
12.3.2
Dirac Field
....................... 323
12.3.3
Some Applications
................... 323
12.4
Many-Particle Systems
..................... 325
13.
Problems
327
Appendix A Complex Variables
—
A Primer
391
Appendix
В
Matrices
395
Contente
xv
Appendix
С
Fourier
Series
and Fourier Integrals
401
Appendix
D
Some Thermodynamics
405
Appendix
E Some
Statistical Mechanics
409
Appendix
F
Some Vector Calculus
419
Appendix
G
Black-Body Flux
423
Appendix
H
Wave Functions for Identical Particles
425
H.I Bosons
.............................. 426
H.2
Fermions
............................. 427
H.3 Some Applications
....................... 431
Appendix I Transition Rate
435
Appendix
J
Neutrino Mixing
443
Appendix
К
Units
447
K.I Standard International (SI)
.................. 447
K.2 Heaviside-Lorentz (rationalized cgs)
............. 448
K.3 cgs
................................ 449
Appendix
L
Fundamental Constants
451
L.I Conversion Factors
....................... 452
Appendix
M
Some Significant Names for Theoretical Physics
453
Bibliography
455
Index
461
|
| adam_txt |
Contents
Preface vii
1.
Introduction
1
2.
Classical Physics
7
2.1
Newton's Laws
. 7
2.1.1
Discrete Mechanics
. 9
2.1.2
Continuum Mechanics
. 13
2.1.3
Some Mathematics
. 23
2.2
Statistical Physics
. 25
2.2.1
Classical Statistical Mechanics
. 26
2.2.2
Equipartition Theorem
. 29
2.3
Electrodynamics
. 31
2.3.1
Basic Principles
. 32
2.3.2
Some Applications
. 33
2.3.3
Maxwell's Equations
. 36
2.3.4
Electromagnetic Radiation
. 37
2.3.5
Source of Radiation
. 39
3.
Some Contradictions
41
3.1
Specific Heat of Solids
. 41
3.2
Black-Body Radiation
. 46
3.2.1
Planck's Hypothesis
. 48
3.3
Specific Heat
—
Revisited
. 51
3.3.1
Einstein Model
. 51
3.3.2
Debye Model
. 51
x
Introduction
to Modern Physics: Theoretical Foundations
3.4
Photoelectric Effect
. 52
3.4.1
Einstein's Analysis
. 54
3.5
Compton Scattering
. 55
3.6
Atomic Spectra
. 57
3.6.1
Rutherford Atom
. 58
3.6.2
Bohr Atom
. 59
4.
Quantum Mechanics
63
4.1
Matter Waves
. 63
4.2
Davisson-
Germer
Experiment
. 65
4.3 Schrödinger
Equation
. 65
4.3.1
One-Dimensional Wave Equation
. 66
4.3.2
Phase Velocity
. 68
4.3.3
Group Velocity
. 69
4.3.4
Interpretation
. 70
4.3.5
Differential Equation
. 71
4.3.6
More Mathematics
. 72
4.3.7
Continuity Equation
. 74
4.3.8
General Solution for Free Particle
. 76
4.3.9
Interpretation (Continued)
. 77
4.3.10
Include Forces
. 79
4.3.11
Boundary Conditions
. 80
4.3.12
Stationary States
. 81
4.4
Solution to Some One-Dimensional Problems
. 82
4.4.1
Particle in a One-Dimensional Box
. 82
4.4.2
Potential Barrier in One-Dimension
. 84
4.4.2.1
Scattering State
. 85
4.4.2.2
Reflection and Transmission Coefficients
. . 87
4.4.3
Boundary Condition at a Wall
. 90
4.4.4
Simple Harmonic Oscillator
. 91
4.5
Three Dimensions
. 92
4.5.1
Classical Continuum Mechanics
. 93
4.5.2 Schrödinger
Equation
. 95
4.5.3
Particle in a Three-Dimensional Box
. 96
4.5.4
Free Particle
—
Periodic Boundary Conditions
. 97
4.6
Comments on the Structure of Quantum Mechanics
. 98
4.7
Angular Momentum
. 99
4.8
Point Coulomb Potential
. 104
4.9
Spin
. 106
Contents xi
4.10
Identical Particles
. 109
4.10.1
Connection Between Spin and Statistics
. 109
4.10.2
Non-interacting, Spin-1/2
Fermions
("Fermi Gas")
. 109
4.10.3
Non-Interacting Bosons
("Bose
Gas")
. 114
4.10.4
Quantum Statistics (T ^
0). 114
4.10.5
Wave Functions
. 116
5.
Atomic Physics
117
5.1
Vector Model for Addition of Angular Momenta
. 117
5.1.1
Larmor's Theorem
. 120
5.1.2
Effective Magnetic Moment
. 121
5.2
Zeeman
Effect
. 122
5.3
Spin-Orbit Interaction
. 123
5.4
Thomas-Fermi Theory
. 125
5.4.1
Thomas-Fermi Equation
. 125
5.4.2
Binding Energy of Atom
. 131
5.4.3
Numerical Results
. 133
5.5
Periodic System of the Elements
. 136
5.5.1
Shielded Coulomb Potential
. 136
5.5.2
Hartree
Approximation
. 137
5.5.3
Structure of the Single-Particle Levels
. 138
5.5.4
Chemical Properties of the Elements
. 141
6.
Nuclear Physics
145
6.1 Baryons. 145
6.2
/3-decay
. 147
6.3
Mean Life
. 147
6.4 Deuteron . 148
6.5
Atomic Masses
. 154
6.6
Light Nuclei
. 156
6.7
Semi-Empirical Mass Formula
. 157
6.7.1
Bulk Properties
. 158
6.7.2
Surface Energy
. 158
6.7.3
Coulomb Energy
. 159
6.7.4
Symmetry Energy
. 159
6.7.5
Pairing Energy
. 159
6.7.6
Empirical Fit
. 160
xü
Introduction
to
Modem
Physics: Theoretical Foundations
6.8
Electron Scattering
. 162
6.8.1
Single-Slit Diffraction
. 162
6.8.2
Electron Scattering from a Charge Distribution
. . . 164
6.8.3
Nuclear Charge Distribution
. 166
6.9
Nuclear Matter
. 166
6.10
Shell Model
. 168
6.10.1
A Simple Model
. 169
6.10.2
More Realistic Model
. 171
6.10.3
Spin-Orbit Interaction
. 173
6.10.4
Nuclear Spins and Parities
. 174
6.10.5
Schmidt Lines
. 175
6.117-Decay
. 177
7.
Particle Physics
181
7.1
Forces
. 181
7.2
Particles
. 182
7.2.1
Electric Charge
. 182
7.3
Hadrons
. 182
7.3.1 Baryon
Number
. 182
7.3.2
Strangeness
. 182
7.3.3
Isospin
. 183
7.3.4
Charm
. 187
7.4
Yukawa Interaction
. 188
7.5
Leptons
. 191
7.6
Antiparticles
. 193
7.7
Feynman Diagrams
. 194
7.8
5-matrix
. 194
7.8.1
Transition Rate
. 195
7.8.2
Cross Section
. 197
7.9
Feynman Diagrams (Continued)
. 198
7.10
Quantum Electrodynamics (QED)
. 199
7.10.1
μ
-e
Scattering
. 199
7.10.2
Anomalous Magnetic Moment of Electron
. 200
7.11
Quarks
. 201
7.11.1
Nuclear Domain
. 204
7.11.2
Some Applications
. 206
7.12
Quantum Chromodynamics (QCD)
. 208
7.13
Standard Model of Electroweak Interactions
. 211
Contenta
xiii
8.
Special
Relativity
213
8.1
Michelson-Morley
Experiment.
213
8.2
Lorentz Transformation
. 217
8.3
Einstein's Theory
. 218
8.4
Time Dilation
. 221
8.5
Lorentz
Contraction
. 222
8.6
Transverse Dimension
. 223
8.7
Minkowski Space
. 225
8.8
Four-Vectors
. 230
8.9
Some Applications
. 233
8.9.1
Relativistic Kinematics
. 233
8.9.2
White Dwarf Stars
. 239
9.
Relativistic Quantum Mechanics
245
9.1
The Dirac Equation
. 245
9.1.1
Non-Relativistic Reduction
. 250
9.1.2
Electromagnetic Current
. 252
9.1.3
Covariant Form
. 252
9.1.4
Dirac Hole Theory
. 253
9.1.5
Electromagnetic Interactions
. 254
9.2
Quantum Electrodynamics (QED)
. 255
9.3
Weak Interactions
. 259
9.4
Quantum Chromodynamics (QCD)
. 262
10.
General Relativity
265
10.1
Motion on a Two-Dimensional Surface
. 265
10.2
Equivalence Principle
. 268
10.3
Local Freely Falling Frame (LF3)
. 271
lO.áSpecial
Relativity
. 272
10.5
Einstein's Theory of General Relativity
. 272
10.6
Schwarzschild Solution
. 274
10.6.1
Interpretation
. 274
10.6.2
Some Applications
. 276
10.6.3
Schwarzschild Radius
. 277
10.6.4
Motion of a Point Mass
. 279
10.7
Cosmology
. 281
10.7.1
Robertson-Walker Metric (fc
= 0). 281
10.7.2
Interpretation
. 283
xiv
Introduction to Modern Physics: Theoretical Foundations
10.7.3
Horizon
. 285
11.
Quantum Fluids
287
11.1
Superfluid 4He
. 287
11.1.1
Hartree
Approximation
. 289
11.1.2
Velocity Field
. 290
11.1.3
Quantized Circulation
. 291
11.1.4
Gross-Pitaevskii Equation
. 292
11.1.5
Vortex
. 293
11.1.6
Superfluidity
. 296
11.2
Superconductivity
. 298
11.2.1
Experimental Properties
. 299
11.2.2
Some Observations
. 300
11.2.3
Cooper Pairs
. 301
11.2.4
Flux Quantization
. 308
12.
Quantum Fields
311
12.1
String
. 311
12.1.1
Energy
. 311
12.1.2
Normal Modes
. 312
12.1.3
Quantization
. 315
12.1.4
The Quantum Field
. 317
12.2
Electromagnetic Field
. 318
12.2.1
Normal Modes
. 318
12.2.2
Quantization
. 321
12.2.3
Stimulated Emission
. 321
12.3
Dirac Field
. 322
12.3.1
Anticommutation
Relations
. 322
12.3.2
Dirac Field
. 323
12.3.3
Some Applications
. 323
12.4
Many-Particle Systems
. 325
13.
Problems
327
Appendix A Complex Variables
—
A Primer
391
Appendix
В
Matrices
395
Contente
xv
Appendix
С
Fourier
Series
and Fourier Integrals
401
Appendix
D
Some Thermodynamics
405
Appendix
E Some
Statistical Mechanics
409
Appendix
F
Some Vector Calculus
419
Appendix
G
Black-Body Flux
423
Appendix
H
Wave Functions for Identical Particles
425
H.I Bosons
. 426
H.2
Fermions
. 427
H.3 Some Applications
. 431
Appendix I Transition Rate
435
Appendix
J
Neutrino Mixing
443
Appendix
К
Units
447
K.I Standard International (SI)
. 447
K.2 Heaviside-Lorentz (rationalized cgs)
. 448
K.3 cgs
. 449
Appendix
L
Fundamental Constants
451
L.I Conversion Factors
. 452
Appendix
M
Some Significant Names for Theoretical Physics
453
Bibliography
455
Index
461 |
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| indexdate | 2024-07-09T21:17:14Z |
| institution | BVB |
| isbn | 9789812812247 9812812245 9789812812254 9812812253 |
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| spelling | Walecka, John Dirk Verfasser aut Introduction to modern physics theoretical foundations John Dirk Walecka New Jersey [u.a.] World Scientific 2008 XV, 477 S. graph. Darst. txt rdacontent n rdamedia nc rdacarrier Ergänzung (solutions manual) u.d.T.: Amore, Paolo: Introduction to modern physics. Solutions to problems Physique Physique ram Physics Theoretische Physik (DE-588)4117202-4 gnd rswk-swf (DE-588)4123623-3 Lehrbuch gnd-content Theoretische Physik (DE-588)4117202-4 s DE-604 Digitalisierung UB Regensburg application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=016560813&sequence=000002&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Walecka, John Dirk Introduction to modern physics theoretical foundations Physique Physique ram Physics Theoretische Physik (DE-588)4117202-4 gnd |
| subject_GND | (DE-588)4117202-4 (DE-588)4123623-3 |
| title | Introduction to modern physics theoretical foundations |
| title_auth | Introduction to modern physics theoretical foundations |
| title_exact_search | Introduction to modern physics theoretical foundations |
| title_exact_search_txtP | Introduction to modern physics theoretical foundations |
| title_full | Introduction to modern physics theoretical foundations John Dirk Walecka |
| title_fullStr | Introduction to modern physics theoretical foundations John Dirk Walecka |
| title_full_unstemmed | Introduction to modern physics theoretical foundations John Dirk Walecka |
| title_short | Introduction to modern physics |
| title_sort | introduction to modern physics theoretical foundations |
| title_sub | theoretical foundations |
| topic | Physique Physique ram Physics Theoretische Physik (DE-588)4117202-4 gnd |
| topic_facet | Physique Physics Theoretische Physik Lehrbuch |
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