Magnetic and Electric Resonance.

Intro -- Contents -- 1 Preface -- 2 Introduction -- 3 Electric and Magnetic Moments -- 3.1 Electric dipole and quadrupole moments -- 3.2 Magnetic Moments -- 3.3 Atoms and molecules -- 3.4 Atomic moments -- 3.5 Atomic nucleus and nuclear moments -- 3.6 Hyperfine splitting in molecules -- 3.7 Atomic polarizability -- 3.8 Molecular polarizability: orientational -- 3.9 Molecular polarizability: vibrational -- 3.10 Polarization of matter -- 3.11 A fourth kind of polarization -- 3.12 Polarized sphere -- 3.13 Magnetization in Matter -- 3.14 Diamagnetism -- 3.15 Paramagnetism -- 3.16 Molecular paramagnetism -- 3.17 Magnetism in metals -- 3.18 Ferromagnetism -- 4 Classical Limit -- 4.1 Electromagnetic field -- 4.2 Matter -- 4.3 Perturbations and transitions -- 4.4 Orientational polarizability -- 4.5 Absorption and emission of radiation -- 4.6 Motion of magnetization -- 4.7 A quasi-classical note -- 4.8 Macroscopic motion -- 5 Magnetic Resonance I -- 5.1 Nuclear magnetic resonance -- 5.2 Emitted field -- 5.3 Line width -- 5.4 Hyperfine splitting -- 5.5 Ferromagnetic resonance -- 5.6 Classical quasi-particles -- 5.7 Quasi-classical dynamics -- 5.8 Nuclear quadrupole resonance -- 5.9 Quantum transitions -- 5.10 Quasi-quantum mechanical dynamics -- 5.11 A parametrization for the NQR -- 6 Electric Dipolar Resonance -- 6.1 Quasi-classical dynamics -- 6.2 Vibration resonance -- 6.3 Quasi-classical dynamics -- 6.4 Rotation resonance. Planar rotator -- 6.5 Rotation resonance. Spherical pendulum -- 6.6 Rotation resonance. Quenched dipoles -- 6.7 Parametric resonance -- 6.8 Parametric resonance. Quenched dipoles -- 7 Parametric Resonance in Rotation Molecular Spectra -- 7.1 Summary and introduction -- 7.2 Free rotations -- 7.3 Strong static field -- 7.4 Weak static field -- 7.5 Dipolar interaction -- 7.6 Discussion and conclusions.

7.7 Highly-oscillating electric fields -- 7.8 Appendix -- 8 Magnetic Resonance II -- 8.1 Classical magnetic moments -- 8.2 Magnetic moments of the particles -- 8.3 Nuclear magnetic resonance -- 8.4 Emitted field -- 8.5 Line width -- 8.6 Hyperfine splitting -- 8.7 Ferromagnetic resonance -- 8.8 Quasi-classical dynamics -- 8.9 Electric dipole and quadrupole moments -- 8.10 Nuclear quadrupole resonance -- 8.11 Spin echo -- 9 "Exact" solutions -- 9.1 A general case -- 9.2 Right angles. Nuclear magnetic resonance -- 9.3 Nuclear quadrupole resonance -- 9.4 Parametric interaction -- 9.5 Spectral line -- 9.5.1 Introduction -- 9.5.2 Zeeman splitting and transverse excitation -- 9.5.3 Arbitrary orientation -- 9.5.4 Conclusion -- 10 Concluding Chapter -- 10.1 Summary and introduction -- 10.2 Quasi-classical dynamics. Quantum systems -- 10.3 Example 1. Planar rotator -- 10.4 Example 2. Spherical pendulum -- 10.5 Extension to condensed matter -- 10.6 Example 3. Nuclear magnetic resonance -- 10.7 Example 4. Nuclear quadrupole resonance -- 10.8 Discussion and conclusions -- 11 Epilogue -- 11.1 Introduction -- 11.2 Old Quantum Mechanics -- 11.3 Matricial Quantum Mechanics -- 11.4 Wave Mechanics -- 11.5 Additional remarks -- 11.6 Fundamental experiments -- 11.7 Concluding remarks -- 12 References -- Index.

This book is devoted to a quasi-classical treatment of quantum transitions, with an emphasis on nuclear magnetic resonance, nuclear quadrupole resonance and electric dipolar resonance. The method described here is based on the quasi-classical description of condensed matter, and makes use of the equation of motion of harmonic oscillators with external forces. In addition to known results in magnetic resonance, the book also presents parametric resonance for electric dipoles and dipolar interaction which may lead to spontaneous electric polarization.

Description based on publisher supplied metadata and other sources.

Electronic reproduction. Ann Arbor, Michigan : ProQuest Ebook Central, 2024. Available via World Wide Web. Access may be limited to ProQuest Ebook Central affiliated libraries.