Theory of Magnetostatic Waves - gebunden oder broschiert

EAN (ISBN-13): 9780387979694
ISBN (ISBN-10): 0387979697
Gebundene Ausgabe
Erscheinungsjahr: 1993
Herausgeber: Springer
214 Seiten
Gewicht: 0,499 kg
Sprache: eng/Englisch

Buch in der Datenbank seit 2007-05-29T03:56:52+02:00 (Vienna)
Detailseite zuletzt geändert am 2023-07-20T14:24:01+02:00 (Vienna)
ISBN/EAN: 9780387979694

ISBN - alternative Schreibweisen:
0-387-97969-7, 978-0-387-97969-4

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Daten vom Verlag:

Autor/in: Daniel D. Stancil
Titel: Theory of Magnetostatic Waves
Verlag: Springer; Springer US
214 Seiten
Erscheinungsjahr: 1993-04-16
New York; NY; US
Gewicht: 0,510 kg
Sprache: Englisch
85,55 € (DE)
87,95 € (AT)
106,60 CHF (CH)
Not available, publisher indicates OP

BB; Book; Hardcover, Softcover / Physik, Astronomie/Mechanik, Akustik; Klassische Mechanik; Verstehen; mechanics; oscillation; magnetism; scattering; crystal; soliton; magnetic material; C; Classical Mechanics; Physics and Astronomy; Condensed Matter Physics; Materialwissenschaft / Aggregatzustände; BC; EA

1. Introduction to Magnetism.- 1.1. Magnetic Properties of Materials.- 1.1.1. Diamagnetism.- 1.1.2. Paramagnetism.- 1.1.3. Ferromagnetism.- 1.1.4. Ferrimagnetism and Antiferromagnetism.- 1.2. Spinning Top.- 1.3. Magnetism.- 1.3.1. Equation of Motion.- 1.3.2. Gyromagnetic Ratio.- 1.4. Magnetic Moments of Atoms and Ions.- 1.4.1. Angular Momentum in Quantum Mechanics.- 1.4.2. Construction of Ground States of Atoms and Ions.- 1.5. Elements Important to Magnetism.- Problems.- 2. Magnetic Susceptibilities.- 2.1. Diamagnetism.- 2.2. Paramagnetism.- 2.3. Weiss Theory of Ferromagnetism.- 2.4. Néel Theory of Ferrimagnetism.- 2.5. Exchange Interaction.- 2.5.1. Uniform Magnetization.- 2.5.2. Nonuniform Magnetization.- 2.6. Magnetocrystalline Anisotropy.- 2.6.1. Uniaxial Anisotropy.- 2.6.2. Cubic Anisotropy.- 2.6.3. Coordinate Transformations.- 2.7. Polder Susceptibility Tensor.- 2.7.1. Equation of Motion for the Magnetization.- 2.7.2. Susceptibility Without Exchange or Anisotropy.- 2.7.3. Susceptibility with Exchange and Anisotropy.- 2.8. Magnetic Damping.- Problems.- 3. Electromagnetic Waves in Anisotropic Dispersive Media.- 3.1. Maxwell’s Equations.- 3.2. Constitutive Relations.- 3.3. Instantaneous Poynting Theorem.- 3.4. Complex Poynting Theorem.- 3.5. Energy Densities in Lossless Dispersive Media.- 3.6. Wave Equations.- 3.7. Polarization of the Electromagnetic Fields.- 3.8. Group and Energy Velocities.- 3.9. Plane Waves in a Magnetized Ferrite.- 3.9.1. Propagation Parallel to the Applied Field.- 3.9.2. Propagation Perpendicular to the Applied Field.- 3.10. The Magnetostatic Approximation.- Problems.- 4. Magnetostatic Modes.- 4.1. Walker’s Equation.- 4.2. Spin Waves.- 4.3. Uniform Precession Modes.- 4.3.1. Normally Magnetized Ferrite Film.- 4.3.2. Tangentially Magnetized Ferrite Film.- 4.3.3. Ferrite Sphere.- 4.4. Normally Magnetized Film: Forward Volume Waves.- 4.5. Tangentially Magnetized Film: Backward Volume Waves.- 4.6. Tangentially Magnetized Film: Surface Waves.- Problems.- 5. Propagation Characteristics and Excitation of Magnetostatic Waves.- 5.1. Energy Velocities for Magnetostatic Waves.- 5.2. Propagation Loss.- 5.2.1. Relaxation Time for Propagating Modes.- 5.2.2. Surface Waves.- 5.2.3. Volume Waves.- 5.2.4. Summary of the Phenomenological Loss Theory.- 5.3. Mode Orthogonality and Normalization.- 5.3.1. Forward Volume Waves.- 5.3.2. Backward Volume Waves.- 5.3.3. Surface Waves.- 5.4. Excitation of Magnetostatic Waves.- 5.4.1. Common Excitation Structures.- 5.4.2. Forward Volume Waves.- 5.4.3. Backward Volume Waves.- 5.4.4. Surface Waves.- 5.4.5. Discussion of Excitation Calculations.- Problems.- 6. Variational Formulation for Magnetostatic Modes.- 6.1. General Problem Statement.- 6.2. Calculus of Variations.- 6.2.1. Formulation for One Independent Variable.- 6.2.2. Extensions to Three Independent Variables.- 6.3. Small-Signal Functional for Ferrites.- 6.4. Interpretation of the Functional.- 6.5. Stationary Formulas.- 6.6. Stationary Formula Examples with Forward Volume Waves.- 6.6.1. Large k Limit.- 6.6.2. Improved Approximation.- 6.6.3. Effect of Medium Inhomogeneity.- Problems.- 7. Optical-Magnetostatic Wave Interactions.- 7.1. Symmetric Dielectric Waveguides.- 7.1.1. TE Modes.- 7.1.2. TM Modes.- 7.1.3. Optical Mode Orthogonality and Normalization.- 7.2. Magneto-Optical Interactions.- 7.2.1. Can You Tell the Difference Between$$ \\bar \\mu $$ and $$ \\bar \\varepsilon $$?.- 7.2.2. Definition of Magnetization at High Frequencies.- 7.2.3. Symmetry Requirements on the Permittivity.- 7.3. Coupled-Mode Theory.- 7.3.1. Coupled-Mode Equations.- 7.3.2. Energy Conservation.- 7.3.3. Solutions to the Coupled-Mode Equations.- 7.4. Scattering of Optical Guided Modes by Magnetostatic Waves.- 7.4.1. Coupled-Mode Equations.- 7.4.2. Coupling Coefficients.- 7.4.3. Tightly Bound Optical Mode Approximation.- 7.5. Anisotropic Bragg Diffraction.- Problems.- Appendix: Properties of Yttrium Iron Garnet.