High-temperature superconductivity

목차 (Table of Contents)

• CONTENTS
• Notation = xv
• 1. The Problem of High-Temperature Superconductivity(General Review)
• 1. Introduction = 1
• 2. The Nature and Mechanisms of Superconductivity. High-Temperature Superconductivity(Formulation of the Problem) = 4
• 3. Some Remarks on the Computation of the Critical Temperature = 12
• 4. The Exciton Mechanism of Superconductivity(The Generalized "Jellium" Model ; General Considerations) = 21
• 5. Ways of Producing High-Temperature Superconductors(Some Possibilities and Application) = 28
• 6. Conclusion = 40
• 2. The Critical Temperature of a Superconducting System
• 1. Introduction = 41
• 2. The Interelectron Interaction and the Permittivity = 45
• 3. Equation for the Critical Temperature = 59
• 4. The Critical Temperature = 71
• 5. Applications to the Problem of High-Temperature Superconductivity(General Conclusions) = 84
• 3. The Electron-Phonon Interaction in Metals and the Problem of Lattice Stability
• 1. Introduction = 91
• 2. The Fr$${\ddot o}$$hlich Model = 94
• 3. The Adiabatic Approximation = 100
• 4. The Plasma Model = 103
• 5. Self-Consistent Description of the Electron-Phonon System of a Metal = 115
• 4. Superconductivity in Three-Dimensional Quasiisotropic Systems
• 1. Introduction = 133
• 2. Description of the Superconducting State in a Quasiisotropic Three-Dimensional System = 136
• 3. The Critical Temperature of Superconductors with Strong Electron-Phonon Interaction = 143
• 4. Computation of the Electron-Phonon Coupling Constant in Metals = 154
• 5. Dependence of the Critical Temperature on the Properties of the Normal Metal = 161
• 6. Superconductivity and Lattice Instability = 171
• 7. Possibility of a Nonphonon Mechanism of Superconductivity in Three-Dimensional Systems = 174
• 5. Possibility of an Increase in the Critical Temperature as a Result of a Structural-Transition-lnduced Change in the Electron Spectrum
• 1. Introduction = 179
• 2. The Ground State of a Semimetal in the Presence of Simultaneous Electron-Hole and Electron-Electron Pairings = 185
• 3. Incompatibility of the Superconducting and Dielectric Pairings in the Case when the Electron and Hole Fermi Surfaces Coincide in Shape and Size = 189
• 4. Coexistence of the Dielectric and Superconducting Pairings in a Doped Semimetal = 193
• 5. Conclusion = 204
• 6. Electronic Properties and Superconductivity of Layered Crystals
• 1. Introduction = 213
• 2. The Structure and Physical Properties of Layered Metals = 215
• 3. The Critical Temperature of Layered Superconductors = 220
• 4. Intercalation and the Problem of High-Temperature Superconductivity = 223
• 5. Fluctuations in Two-Dimensional and Quasi-Two-Dimensional Systems = 230
• 6. Specific Character of the Superconducting Properties of Layered Crystals with the Josephson Interlayer Interaction = 233
• 7. Conclusion = 238
• 7. Structural and Superconducting Properties of Systems with One-Dimensional Anisotropy
• 1. Introduction = 241
• 2. The Peierls Transition in Square-Planar Complexes = 245
• 3. TCNQ Salts with Asymmetric Cations = 258
• 4. The Peierls Transition in TCNQ Salts with Symmetric Cations = 267
• 5. Metallic Systems without Metal Atoms = 273
• 6. Superconductivity in Quasi-One-Dimensional and Organic Crystals = 277
• 8. Superconducting Systems of the "Sandwich" Type
• 1. Introduction = 283
• 2. Estimates of the $$T_c$$ for "Sandwiches" in Certain Models = 289
• 3. Surface Effects in Layered Structures = 309
• 9. Superconductivity under Nonequilibrium Conditions
• 1. Introduction = 315
• 2. The Possibility of the $$T_c$$'S Rising under the Action of an External Field = 317
• 3. Superconductivity under Nonequilibrium Conditions in the Presence of Repulsive Interelectron Interaction = 326
• 4. Some Properties of Superconductors with an Inverted Population = 336
• 5. Anomalous Paramagnetism in a Nonequilibrium Superconductor = 338
• 6. Conclusion = 340
• Reference = 343