This comprehensive text covers the basic physics of the solid state starting at an elementary level suitable for undergraduates but then advancing, in stages, to a graduate and advanced graduate level. In addition to treating the fundamental elastic, electrical, thermal, magnetic, structural, electronic, transport, optical, mechanical and compositional properties, we also discuss topics like superfluidity and superconductivity along with special topics such as strongly correlated systems, high-temperature superconductors, the quantum Hall effects, and graphene. Particular emphasis is given to…mehr
This comprehensive text covers the basic physics of the solid state starting at an elementary level suitable for undergraduates but then advancing, in stages, to a graduate and advanced graduate level. In addition to treating the fundamental elastic, electrical, thermal, magnetic, structural, electronic, transport, optical, mechanical and compositional properties, we also discuss topics like superfluidity and superconductivity along with special topics such as strongly correlated systems, high-temperature superconductors, the quantum Hall effects, and graphene. Particular emphasis is given to so-called first principles calculations utilizing modern density functional theory which for many systems now allow accurate calculations of the electronic, magnetic, and thermal properties.
J.B. Ketterson received his BS, MS, and PhD degrees from the University of Chicago, USA. He worked at the Argonne National laboratory from 1962 to 1974 at which time he joined the faculty of the Physics and Astronomy Department at Northwestern University, USA. Research interests have included electronic properties of metals (particularly Fermi surface measurements); superfluid 4He, normal and superfluid 3He, and 3He - 4He solutions; superconductivity, magnetism and magnetic resonance, nonlinear optics, and excitons.
Inhaltsangabe
* Part I: Introductory Topics * 1: Elastic behavior of solids * 2: Electric behavior of insulators * 3: Metals and the Drude-Lorentz model * 4: Elementary theories of thermal properties of solids * 5: Elementary theories of magnetism * 6: The non-interacting Fermi gas * 7: Elementary theories of crystal bonding * Part II: Crystal Structure and its Determination * 8: Lattices and crystal structures * 9: X-ray diffraction * Part III: Electronic Structure of Periodic Solids * 10: Electrons in a periodic solid * 11: The nearly-free electron, OPW, pseudopotential, and tight binding methods * 12: The parameterization of band structures: applications to semiconductors * 13: Augmented-plane wave and Green's function methods * Part IV: Electron-electron interaction * 14: The self-consistent dielectric function * 15: Hartree-Fock and density functional theory * Part V: Lattice Dynamics * 16: Harmonic lattice dynamics: classical and quantum * 17: Thermal expansion, phonon-phonon interactions, and heat transport * Part VI: Electron Transport and Conduction Electron Dynamics * 18: Motion of electroncs and holes in external electric and magnetic fields * 19: Electronic transport properties governed by static scattering centers * 20: Measuring the electronic energy spectrum on and off the Fermi surface * 21: The interacting system of metallic-electrons and phonons * Part VII: Semiconductors * 22: Homogeneous semiconductors * 23: Inhomogeneous semiconductors * Part VIII: Electric and Magnetic Properties of Insulators * 24: Electric and magnetic susceptibilities * 25: Piezoelectricity, pyroelectricity, and ferroelectrcity * Part IX: Magnetism * 26: Ferromagnetism and antiferromagnetism * 27: Dynamic properties of magnetic materials * 28: Magnetic resonance * Part X: Optical Properties * 29: Optical responses * 30: Polaritons, excitons, and plasmons * 31: Behavior under intense illumination: NLO, the e-h liquid and excitonic BEC * Part XI: Superconductivity and Superfluidity * 32: A phenomenological theory of superconductivity: the London equations * 33: A phenomenological theory of superconductivity: the Ginzburg-Landau theory and the Josephson effects * 34: The microscopic theory of superconductivity: Cooper pairing and the Bardeen-Cooper-Schrieffer theory * 35: Elementary excitations and the thermodynamic properties of superconductors * 36: Superfluid 4HE * 37: Landau's theory of a Fermi liquid * 38: Superfluid 3HE * Part XII: Disordered Materials * 39: Alloys * 40: Defects and diffusion in crystalline solids * 41: Dislocations and grain boundaries * 42: Quantum theory of electrical transport in dilute alloys * 43: Electrical transport in highly-disordered media: localization/interaction effects * 44: Magnetic impurities and their interactions: the Anderson model, the Kondo effect and the RKKY interaction * Part XIII: Special Topics * 45: Strongly correlated systems * 46: High temperature superconductors * 47: Artificially structures and patterned materials; surfaces and interfaces * 48: The quantum Hall effects * 49: Graphene, carbon nantubes and fullerenes * Appendix A: The calculus of variations * Appendix B: The symmetry of many-particle wave functions; the occupation number representation
* Part I: Introductory Topics * 1: Elastic behavior of solids * 2: Electric behavior of insulators * 3: Metals and the Drude-Lorentz model * 4: Elementary theories of thermal properties of solids * 5: Elementary theories of magnetism * 6: The non-interacting Fermi gas * 7: Elementary theories of crystal bonding * Part II: Crystal Structure and its Determination * 8: Lattices and crystal structures * 9: X-ray diffraction * Part III: Electronic Structure of Periodic Solids * 10: Electrons in a periodic solid * 11: The nearly-free electron, OPW, pseudopotential, and tight binding methods * 12: The parameterization of band structures: applications to semiconductors * 13: Augmented-plane wave and Green's function methods * Part IV: Electron-electron interaction * 14: The self-consistent dielectric function * 15: Hartree-Fock and density functional theory * Part V: Lattice Dynamics * 16: Harmonic lattice dynamics: classical and quantum * 17: Thermal expansion, phonon-phonon interactions, and heat transport * Part VI: Electron Transport and Conduction Electron Dynamics * 18: Motion of electroncs and holes in external electric and magnetic fields * 19: Electronic transport properties governed by static scattering centers * 20: Measuring the electronic energy spectrum on and off the Fermi surface * 21: The interacting system of metallic-electrons and phonons * Part VII: Semiconductors * 22: Homogeneous semiconductors * 23: Inhomogeneous semiconductors * Part VIII: Electric and Magnetic Properties of Insulators * 24: Electric and magnetic susceptibilities * 25: Piezoelectricity, pyroelectricity, and ferroelectrcity * Part IX: Magnetism * 26: Ferromagnetism and antiferromagnetism * 27: Dynamic properties of magnetic materials * 28: Magnetic resonance * Part X: Optical Properties * 29: Optical responses * 30: Polaritons, excitons, and plasmons * 31: Behavior under intense illumination: NLO, the e-h liquid and excitonic BEC * Part XI: Superconductivity and Superfluidity * 32: A phenomenological theory of superconductivity: the London equations * 33: A phenomenological theory of superconductivity: the Ginzburg-Landau theory and the Josephson effects * 34: The microscopic theory of superconductivity: Cooper pairing and the Bardeen-Cooper-Schrieffer theory * 35: Elementary excitations and the thermodynamic properties of superconductors * 36: Superfluid 4HE * 37: Landau's theory of a Fermi liquid * 38: Superfluid 3HE * Part XII: Disordered Materials * 39: Alloys * 40: Defects and diffusion in crystalline solids * 41: Dislocations and grain boundaries * 42: Quantum theory of electrical transport in dilute alloys * 43: Electrical transport in highly-disordered media: localization/interaction effects * 44: Magnetic impurities and their interactions: the Anderson model, the Kondo effect and the RKKY interaction * Part XIII: Special Topics * 45: Strongly correlated systems * 46: High temperature superconductors * 47: Artificially structures and patterned materials; surfaces and interfaces * 48: The quantum Hall effects * 49: Graphene, carbon nantubes and fullerenes * Appendix A: The calculus of variations * Appendix B: The symmetry of many-particle wave functions; the occupation number representation
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