Quantum theory of conducting matter : Newtonian equations of motion for a Bloch electron
著者
書誌事項
Quantum theory of conducting matter : Newtonian equations of motion for a Bloch electron
Springer, c2007
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注記
Includes bibliographical references (p. 227-235) and index
内容説明・目次
内容説明
In a complex field, this work is a first. The authors make an important connection between the conduction electrons and the Fermi surface in an elementary manner in the text. No currently available text explains this connection. They do this by deriving Newtonian equations of motion for the Bloch electron and diagonalizing the inverse mass (symmetric) tensor. The authors plan to follow up this book with a second, more advanced book on superconductivity and the Quantum Hall Effect.
目次
- I. Preliminaries Chapter 1 through 5 - Introduction, Theoretical Background
- Lattice vibrations, heat capacity
- Free electron model, heat capacity
- Electrical conduction and the Hall effect
- Magnetic susceptibility II. Bloch Electron Dynamics Chapter 6 through 10 - Introduction
- The Bloch theorem
- The Fermi liquid model
- The Fermi surface and de Haas-van Alphen oscillations
- Newtonian equations of motion III. Applications Chapter 11 through 18 - Introduction
- Cyclotron resonance
- Dynamic conductivity, infrared faraday effect
- Thermoelectric power
- The doping dependence of the susceptibility in cuprates
- Electron-phonon interation
- Superconductivity
- Quantum Hall effect
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