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Solid state physics advances in research and applications. Volume 22
- Available as
- Online
- Summary
-
Solid State Physics V22
Details
- Creator
- editors Frederick Seitz, David Turnbull, Henry Ehrenreich
- Format
- Books
- Language
- English
- Publication
-
- New York : Academic Press, 1968
- Series
- Physical Details
-
- 1 online resource (551 p.)
- ISBNs
- 128171500X, 9786611715007, 0080864864, 0126077223
- OCLC
- ocn808732922
- Description based upon print version of record.
- Includes bibliographical references and index.
- English
- Front Cover; Solid State Physics, Volume 22; Copyright Page; Contents; Contributors to Volume 22; Preface; Contents of Previous Volumes; Supplementary Monographs; Articles to Appear Shortly; Chapter 1. Indirect Exchange Interactions in Metals; I. Introduction; II. Wave-Vector Dependent Susceptibility; III. Spectrum of the Effective Magnetic Field; IV. Magnetization at Large Distances; V. Spin Susceptibility of a Free Electron Gas; VI. Derivation of F3(q) in Three Dimensions; VII. Derivation of F2(q) in Two Dimensions; VIII. Discussion of Range Function in Three Dimensions
- IX. Correlatiom and Ekchange Effects on XqX. Effect of Impurities on the Range Function; XI. Nonspherical Fermi Surfaces; XII. Divergences in Higher Order; XIII. Experimental Evidence; Appendix A: Range Function in One Dimension; Appendix B: Range Function in Three Dimensions; Appendix C: Range Function for Two Valleys; Chapter 2. Dislocations and Plastic Flow in the Diamond Structure; I. Introduction; II. Dislocations in the Diamond Structure; III. Direct Observations of Dislocations in the Diamond Structure; IV. Dislocation Velocity; V. Dislocation Density and Multiplication
- VI. Theory of the Initial DeformationVII. Dynamic Yield Experiments; VIII. Creep Experiments; IX. Deformation to Higher Strains; X. Electrical Properties of Dislocations in the Diamond Structure; Chapter 3. Lattice Dynamics of Metals; 1. Introduction; 2. The Adiabatic Approximation; 3. The Classical Theory of Lattice Vibrations in Harmonic Approximation; 4. Experimental Study of Lattice Vibrations in Metals; 5. Frequency Distribution Function; 6. A Few Oversimplified Models for the Lattice Dynamics of Metals; 7. Force Constant Models
- 8. Interpretation and Analysis of the Experimental Normal Mode Frequencies9. Phenomenological Models; 10. Fundamental Theories; 11. Field Theoretic Treatment of Electron-Phonon Interaction and Lattice Dynamics of Metals; 12. Epilogue; Appendix A; Appendix B; Appendix C; Appendix D; Chapter 4. Aspects of Group Theory in Electron Dynamics; I. Introduction; II. Charged Particle in an Electromagnetic Field; III. Group Theory; IV. Periodic Lattices; V. Magnetic Fields; Appendix A: First Orthogonality for Ray Representations; Appendix B: Second Orthogonality Relations for Ray Representations
- Appendix C: Relation of Wannier Function to Basis Functions XmnqAppendix D: WKB Treatment of Interband Breakdown; Chapter 5. Diffusion in Metals; I. Preface; II. Introduction; III. Self-Diffusion; IV. Impurity Diffusion; V. Effect of Solute Additions on Self-Diffusion; VI. Tracer Diffusion in Concentrated Binary Alloys; VII. Isotope Effects in Diffusion; VIII. Diffusion in bcc Metals; IX. Diffusion in an Electrical Gradient; X. Position-Dependent Diffusion Coefficients; XI. Concluding Remarks; Author Index; Subject Index