Electronic Structure and Properties: Treatise on Materials Science and Technology, Vol. 21, Volume 21Frank Y. Fradin Treatise on Materials Science and Technology, Volume 21: Electronic Structure and Properties covers the developments in electron theory and electron spectroscopies. The book discusses the electronic structure of perfect and defective solids; the photoelectron spectroscopy as an electronic structure probe; and the electron-phonon interaction. The text describes the elastic properties of transition metals; the electrical resistivity of metals; as well as the electronic structure of point defects in metals. Metallurgists, materials scientists, materials engineers, and students involved in the related fields will find the book useful. |
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Results 1-5 of 84
Page xi
... lattice instabilities, magnetism, surface activity, energetics of point defects, and electron transport in complex materials. In this volume we present these new developments in electron theory and electron spectroscopies. The approach ...
... lattice instabilities, magnetism, surface activity, energetics of point defects, and electron transport in complex materials. In this volume we present these new developments in electron theory and electron spectroscopies. The approach ...
Page xii
... lattice thermal resistivity, and interatomic force constants or phonon frequencies. Specific examples are given for the free electron metals, the transition metals, and the A-15 (e.g., V,Si) type compounds. The elastic properties of ...
... lattice thermal resistivity, and interatomic force constants or phonon frequencies. Specific examples are given for the free electron metals, the transition metals, and the A-15 (e.g., V,Si) type compounds. The elastic properties of ...
Page 8
... lattice, space for the Brillouin zone (BZ) for the given crystal symmetry. The BZ for the facecentered-cubic lattice, for example, is shown in Fig. 2 with the principal symmetry directions labeled in the irreducible #th of the zone ...
... lattice, space for the Brillouin zone (BZ) for the given crystal symmetry. The BZ for the facecentered-cubic lattice, for example, is shown in Fig. 2 with the principal symmetry directions labeled in the irreducible #th of the zone ...
Page 11
... lattice vector and Q =X|v,1) (v,1] (13) v., 1 is a projection operator on the core states enumerated by l and located at site v. In the PP approach a possibly energy-dependent parametrized form is often used (Cohen and Heine, 1970) ...
... lattice vector and Q =X|v,1) (v,1] (13) v., 1 is a projection operator on the core states enumerated by l and located at site v. In the PP approach a possibly energy-dependent parametrized form is often used (Cohen and Heine, 1970) ...
Page 20
... lattice parameter (the sum of the slab thickness plus the thickness of the vacuum region), convergence of the basis in reciprocal lattice space can be made significantly worse if many vacuum layers are required to prevent the slabs from ...
... lattice parameter (the sum of the slab thickness plus the thickness of the vacuum region), convergence of the basis in reciprocal lattice space can be made significantly worse if many vacuum layers are required to prevent the slabs from ...
Contents
1 | |
Chapter 2 Photoelectron Spectroscopy as an Electronic Structure Probe | 99 |
Chapter 3 Electronic Structure and the ElectronPhonon Interaction | 165 |
Chapter 4 Elastic Properties of Transition Metals | 223 |
Chapter 5 Electrical Resistivity of Metals | 297 |
Chapter 6 Electronic Structure of Point Defects in Metals | 351 |
INDEX | 427 |
CONTENTS OF PREVIOUS VOLUMES | 441 |
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Common terms and phrases
alloys anomalies approximation atom band structure binding energy Brillouin zone bulk calculations charge density compounds conduction electrons contribution correlation Coulomb crystal curve d-band deformation potential e/at effect elastic constants electrical resistivity electron density electron gas electron-phonon interaction electronic structure energy band equation experiment experimental Fermi energy Fermi level Fermi surface ferromagnetic Freeman Friedel Friedel oscillations ground-state hybridization hydrogen impurity increase interstitial ions jellium jellium model Jena lattice Lett magnetic materials measured method moduli monovacancy muffin-tin muon obtained orbitals Papaconstantopoulos parameter peak phase phonon photoemission Phys point defects polarization positron properties proton pseudopotential rare-earth region sample scattering self-consistent shear shift shown in Fig shows Solid State Commun spectra Spectroscopy spin density strain Superconductivity temperature dependence theoretical theory tion transition metals transition-metal vacancy valence valence-band values variation velocity Wang wave functions York