Topics in the Theory of Solid MaterialsCRC Press, 2003/04/24 - 368 ページ Topics in the Theory of Solid Materials provides a clear and rigorous introduction to a wide selection of topics in solid materials, overlapping traditional courses in both condensed matter physics and materials science and engineering. It introduces both the continuum properties of matter, traditionally the realm of materials science courses, and the quantum mechanical properties that are usually more emphasized in solid state physics courses, and integrates them in a manner that will be of use to students of either subject. The book spans a range of basic and more advanced topics, including stress and strain, wave propagation, thermal properties, surface waves, polarons, phonons, point defects, magnetism, and charge density waves. Topics in the Theory of Solid Materials is eminently suitable for graduates and final-year undergraduates in physics, materials science, and engineering, as well as more advanced researchers in academia and industry studying solid materials. |
目次
Wave propagation in continuous media | 22 |
Thermal properties of continuous media | 34 |
Surface waves | 48 |
Dislocations | 57 |
Classical theory of the polaron | 73 |
Atomistic quantum theory of solids | 90 |
Phonons | 109 |
Classical atomistic modelling of crystals | 126 |
Point defects in crystals | 163 |
Theoretical foundations of molecular cluster computations | 196 |
Paramagnetism and diamagnetism in the electron gas | 250 |
Charge density waves in solids | 298 |
| 334 | |
Answers | 346 |
| 353 | |
Classical atomic diffusion in solids | 140 |
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多く使われている語句
applied atomic atomistic BaF2 band gap basis set Bravais lattice Brillouin zone calculated Chapter charge density wave computational configuration consider continuum core deformation denote determined diamagnetic diffusion discussed dislocation dispersion relation displacements Ecoh effective eigenstates eigenvalues elastic constants electron gas equilibrium evaluate experimental F center Fermi field figure Fock equation Fock operator force given H₁ ħ² hamiltonian Hartree Hartree-Fock Hartree-Fock approximation impurity infinite integral interaction ionic ions isotropic k₁ k₂ linear chain magnetic manifold material matrix molecular cluster n₁ notation nuclei obtain optical p₁ particle perfect crystal perturbation phonon plane point defects polarization polaron potential properties quantum-mechanical shear shell shell model shell-model single-particle Slater determinant solid solution spin strain substitutional surface temperature tensor theory total energy u₁ unit cell vacancy vector Voigt notation wave function zero Δε
人気のある引用
iii ページ - Series in Materials Science and Engineering Series Editors: B Cantor, University of York, UK MJ Goringe, School of Mechanical and Materials Engineering, University of Surrey, UK Other titles in the series Microelectronic Materials CRM Grovenor Department of Materials, University of Oxford, UK...
iii ページ - ... Materials CRM Grovenor Department of Materials, University of Oxford, UK Physical Methods for Materials Characterisation PEJ Flewitt Magnox Electric, Berkeley, UK and RK Wild University of Bristol, UK Aerospace Materials B Cantor, H Assender and P Grant Department of Materials, University of Oxford, UK Solidification and Casting B Cantor and K O'Reilly Department of Materials, University of Oxford, UK Forthcoming titles in the series...
iii ページ - Fundamental of Ceramics M Barsoum Department of Materials Engineering, Drexel University, USA Topics in the Theory of Solid Materials JM Vail University of Manitoba, Canada Computer Modelling of Heat, Fluid Flow and Mass Transfer in Materials Processing CP Hong Yonsei University, Korea Fundamentals of Fibre Reinforced Composite Materials AR Bunsell and J Renard Centre des Materiaux, Pierre-Marie Fourt, France Metal and Ceramic Composites B Cantor, FPE Dunne and IC Stone Department of Materials, University...
336 ページ - Davidson, ER (1976). Reduced Density Matrices in Quantum Chemistry. New York: Academic Press.
335 ページ - H. (Ed.). Berlin: Springer- Verlag. Borg, RJ, Dienes, GJ (1988), An Introduction to Solid State Diffusion. New York : Academic. Brandes, EA (Ed.) (1983) Smithells Metal Reference Book, 6th ed.