Magnetic and electric resonance / : by Marian Apostol

목차 (Table of Contents)

• CONTENTS
• 1 Preface = 1
• 2 Introduction = 7
• 3 Electric and Magnetic Moments = 13
• 3.1 Electric dipole and quadrupole moments = 13
• 3.2 Magnetic Moments = 18
• 3.3 Atoms and molecules = 23
• 3.4 Atomic moments = 24
• 3.5 Atomic nucleus and nuclear moments = 30
• 3.6 Hyperfine splitting in molecules = 36
• 3.7 Atomic polarizability = 37
• 3.8 Molecular polarizability : orientational = 39
• 3.9 Molecular polarizability : vibrational = 40
• 3.10 Polarization of matter = 42
• 3.11 A fourth kind of polarization = 50
• 3.12 Polarized sphere = 51
• 3.13 Magnetization in Matter = 52
• 3.14 Diamagnetism = 54
• 3.15 Paramagnetism = 56
• 3.16 Molecular paramagnetism = 57
• 3.17 Magnetism in metals = 59
• 3.18 Ferromagnetism = 60
• 4 Classical Limit = 63
• 4.1 Electromagnetic field = 63
• 4.2 Matter = 66
• 4.3 Perturbations and transitions = 69
• 4.4 Orientational polarizability = 73
• 4.5 Absorption and emission of radiation = 77
• 4.6 Motion of magnetization = 80
• 4.7 A quasi-classical note = 86
• 4.8 Macroscopic motion = 89
• 5 Magnetic Resonance Ⅰ = 93
• 5.1 Nuclear magnetic resonance = 93
• 5.2 Emitted field = 98
• 5.3 Line width = 99
• 5.4 Hyperfine splitting = 100
• 5.5 Ferromagnetic resonance = 102
• 5.6 Classical quasi-particles = 103
• 5.7 Quasi-classical dynamics = 108
• 5.8 Nuclear quadrupole resonance = 121
• 5.9 Quantum transitions = 127
• 5.10 Quasi-quantum mechanical dynamics = 129
• 5.11 A parametrization for the NQR = 132
• 6 Electric Dipolar Resonance = 141
• 6.1 Quasi-classical dynamics = 141
• 6.2 Vibration resonance = 150
• 6.3 Quasi-classical dynamics = 152
• 6.4 Rotation resonance. Planar rotator = 154
• 6.5 Rotation resonance. Spherical pendulum = 159
• 6.6 Rotation resonance. Quenched dipoles = 166
• 6.7 Parametric resonance = 171
• 6.8 Parametric resonance. Quenched dipoles = 172
• 6.8.1 Strong field = 172
• 6.8.2 Weak field = 178
• 6.8.3 Mathieu's equation = 182
• 7 Parametric Resonance in Rotation Molecular Spectra = 185
• 7.1 Summary and introduction = 185
• 7.2 Free rotations = 186
• 7.3 Strong static field = 191
• 7.4 Weak static field = 195
• 7.5 Dipolar interaction = 199
• 7.6 Discussion and conclusions = 204
• 7.7 Highly-oscillating electric fields = 205
• 7.8 Appendix = 207
• 8 Magnetic Resonance Ⅱ = 209
• 8.1 Classical magnetic moments = 209
• 8.2 Magnetic moments of the particles = 213
• 8.3 Nuclear magnetic resonance = 221
• 8.4 Emitted field = 231
• 8.5 Line width = 232
• 8.6 Hyperfine splitting = 234
• 8.7 Ferromagnetic resonance = 236
• 8.8 Quasi-classical dynamics = 236
• 8.9 Electric dipole and quadrupole moments = 242
• 8.10 Nuclear quadrupole resonance = 251
• 8.11 Spin echo = 253
• 9 "Exact" solutions = 257
• 9.1 A general case = 257
• 9.2 Right angles. Nuclear magnetic resonance = 262
• 9.3 Nuclear quadrupole resonance = 264
• 9.4 Parametric interaction = 266
• 9.5 Spectral line = 269
• 9.5.1 Introduction = 269
• 9.5.2 Zeeman splitting and transverse excitation = 270
• 9.5.3 Arbitrary orientation = 273
• 9.5.4 Conclusion = 276
• 10 Concluding Chapter = 279
• 10.1 Summary and introduction = 279
• 10.2 Quasi-classical dynamics. Quantum systems = 281
• 10.3 Example 1. Planar rotator = 288
• 10.4 Example 2. Spherical pendulum = 291
• 10.5 Extension to condensed matter = 293
• 10.6 Example 3. Nuclear magnetic resonance = 295
• 10.7 Example 4. Nuclear quadrupole resonance = 302
• 10.8 Discussion and conclusions = 307
• 11 Epilogue = 309
• 11.1 Introduction = 309
• 11.2 Old Quantum Mechanics = 310
• 11.3 Matricial Quantum Mechanics = 314
• 11.4 Wave Mechanics = 317
• 11.5 Additional remarks = 318
• 11.6 Fundamental experiments = 320
• 11.7 Concluding remarks = 321
• 12 References = 335
• Index = 337