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9780471415268

Introduction to Solid State Physics, 8th Edition

by
  • ISBN13:

    9780471415268

  • ISBN10:

    047141526X

  • Edition: 8th
  • Format: Hardcover
  • Copyright: 2004-11-11
  • Publisher: WILEY

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Summary

Since the publication of the first edition over 50 years ago, Introduction to Solid State Physics has been the standard solid state physics text for physics students. The author's goal from the beginning has been to write a book that is accessible to undergraduates and consistently teachable. The emphasis in the book has always been on physics rather than formal mathematics. With each new edition, the author has attempted to add important new developments in the field without sacrificing the book's accessibility and teachability. * A very important chapter on nanophysics has been written by an active worker in the field. This field is the liveliest addition to solid state science during the past ten years * The text uses the simplifications made possible by the wide availability of computer technology. Searches using keywords on a search engine (such as Google) easily generate many fresh and useful references

Author Biography

Charles Kittel did his undergraduate work in physics at M.I.T and at the Cavendish Laboratory of Cambridge University. He received his Ph.D. from the University of Wisconsin. He worked in the solid state group at Bell Laboratories, along with Bardeen and Shockley, leaving to start the theoretical solid state physics group at Berkeley in 1951. His research has been largely in magnetism and in semiconductors. In magnetism he developed the theories of ferromagnetic and antiferromagnetic resonance and the theory of single ferromagnetic domains, and extended the Bloch theory of magnons. In semiconductor physics he participated in the first cyclotron and plasma resonance experiments and extended the results to the theory of impurity states and to electron-hole drops.

He has been awarded three Guggenheim fellowships, the Oliver Buckley Prize for Solid State Physics, and, for contributions to teaching, the Oersted Medal of the American Association of Physics Teachers, He is a member of the National Academy of Science and of the American Academy of Arts and Sciences.

Table of Contents

Crystal Structure
1(22)
Periodic Array of Atoms
3(3)
Lattice Translation Vectors
4(1)
Basis and the Crystal Structure
5(1)
Primitive Lattice Cell
6(1)
Fundamental Types of Lattices
6(5)
Two-Dimensional Lattice Types
8(1)
Three-Dimensional Lattice Types
9(2)
Index Systems for Crystal Planes
11(2)
Simple Crystal Structures
13(5)
Sodium Chloride Structure
13(1)
Cesium Chloride Structure
14(1)
Hexagonal Close-Packed Structure (hep)
15(1)
Diamond Structure
16(1)
Cubic Zinc Sulfide Structure
17(1)
Direct Imaging of Atomic Structure
18(1)
Nonideal Crystal Structures
18(1)
Random Stacking and Polytypism
19(1)
Crystal Structure Data
19(3)
Summary
22(1)
Problems
22(1)
Wave Diffraction and the Reciprocal Lattice
23(24)
Diffraction of Waves by Crystals
25(1)
Bragg Law
25(1)
Scattered Wave Amplitude
26(7)
Fourier Analysis
27(2)
Reciprocal Lattice Vectors
29(1)
Diffraction Conditions
30(2)
Laue Equations
32(1)
Brillouin Zones
33(6)
Reciprocal Lattice to sc Lattice
34(2)
Reciprocal Lattice to bcc Lattice
36(1)
Reciprocal Lattice to fcc Lattice
37(2)
Fourier Analysis of the Basis
39(4)
Structure Factor of the bcc Lattice
40(1)
Structure factor of the fcc Lattice
40(1)
Atomic Form Factor
41(2)
Summary
43(1)
Problems
43(4)
Crystal Binding and Elastic Constants
47(42)
Crystals of Inert Gases
49(11)
Van der Waals---London Interaction
53(3)
Repulsive Interaction
56(2)
Equilibrium Lattice Constants
58(1)
Cohesive Energy
59(1)
Ionic Crystals
60(7)
Electrostatic or Madelung Energy
60(4)
Evaluation of the Madelung Constant
64(3)
Covalent Crystals
67(2)
Metals
69(1)
Hydrogen Bonds
70(1)
Atomic Radii
70(3)
Ionic Crystal Radii
72(1)
Analysis of Elastic Strains
73(4)
Dilation
75(1)
Stress Components
75(2)
Elastic Compliance and Stiffness Constants
77(3)
Elastic Energy Density
77(1)
Elastic Stiffness Constants of Cubic Crystals
78(2)
Bulk Modulus and Compressibility
80(1)
Elastic Waves in Cubic Crstals
80(5)
Waves in the [100] Direction
81(1)
Waves in the [110] Direction
82(3)
Summary
85(1)
Problems
85(4)
Phonons I. Crystal Vibrations
89(16)
Vibrations of Crystals with Monatomic Basis
91(4)
First Brillouin Zone
93(1)
Group Velocity
94(1)
Long Wavelength Limit
94(1)
Derivation of Force Constants from Experiment
94(1)
Two Atoms per Primitive Basis
95(4)
Quantization of Elastic Waves
99(1)
Phonon Momentum
100(1)
Inelastic Scattering by Phonons
100(2)
Summary
102(1)
Problems
102(3)
Phonons 11. Thermal Properties
105(26)
Phonon Heat Capacity
107(12)
Planck Distribution
107(1)
Normal Mode Enumeration
108(1)
Density of States in One Dimension
108(3)
Density of States in Three Dimensions
111(1)
Debye Model for Density of States
112(2)
Debye T3 Law
114(1)
Einstein Model of the Density of States
114(3)
General Result for D(w)
117(2)
Anharmonic Crystal Interactions
119(2)
Thermal Expansion
120(1)
Thermal Conductivity
121(7)
Thermal Resistivity of Phonon Gas
123(2)
Umklapp Processes
125(1)
Imperfecions
126(2)
Problems
128(3)
Free Electron Fermi Gas
131(30)
Energy Levels in One Dimension
134(2)
Effect of Temperature on the Fermi-Dirac Distribution
136(1)
Free Electron Gas in Three Dimensions
137(4)
Heat Capacity of the Electron Gas
141(6)
Experimental Heat Capacity of Metals
145(2)
Heavy Fermions
147(1)
Electrical Conductivity and Ohm's Law
147(5)
Experimental Electrical Resistivity of Metals
148(3)
Umklapp Scattering
151(1)
Motion in Magnetic Fields
152(4)
Hall Effect
153(3)
Thermal Conductivity of Metals
156(1)
Ratio of Thermal to Electrical Conductivity
156(1)
Problems
157(4)
Energy Bands
161(24)
Nearly Free Electron Model
164(3)
Origin of the Energy Gap
165(2)
Magnitude of the Energy Gap
167(1)
Bloch Functions
167(1)
Kronig-Penney Model
168(1)
Wave Equation of Electron in a Periodic Potential
169(11)
Restatement of the Bloch Theorem
173(1)
Crystal Momentum of an Electron
173(1)
Solution of the Central Equation
174(1)
Kronig-Penney Model in Reciprocal Space
174(2)
Empty Lattice Approximation
176(1)
Approximate Solution Near a Zone Boundary
177(3)
Number of Orbitals in a Band
180(2)
Metals and Insulators
181(1)
Summary
182(1)
Problems
182(3)
Semiconductor Crystals
185(36)
Band Gap
187(4)
Equations of Motion
191(14)
Physical Derivation of hk = F
193(1)
Holes
194(3)
Effective Mass
197(1)
Physical Interpretation of the Effective Mass
198(2)
Effective Masses in Semiconductors
200(2)
Silicon and Germanium
202(3)
Intrinsic Carrier Concentration
205(4)
Intrinsic Mobility
208(1)
Impurity Conductivity
209(5)
Donor States
209(2)
Acceptor States
211(2)
Thermal Ionization of Donors and Acceptors
213(1)
Thermoelectric Effects
214(1)
Semimetals
215(1)
Superlattices
216(1)
Bloch Oscillator
217(1)
Zener Tunneling
217(1)
Summary
217(1)
Problems
218(3)
Fermi Surfaces and Metals
221(36)
Reduced Zone Scheme
223(2)
Periodic Zone Scheme
225(1)
Construction of Fermi Surfaces
226(4)
Nearly Free Electrons
228(2)
Electron Orbits, Hole Orbits, and Open Orbits
230(2)
Calculation of Energy Bands
232(10)
Tight Binding Method of Energy Bands
232(4)
Wigner-Seitz Method
236(1)
Cohesive Energy
237(2)
Pseudopotential Methods
239(3)
Experimental Methods in Fermi Surface Studies
242(10)
Quantization of Orbits in a Magnetic Field
242(2)
De Haas-van Alphen Effect
244(4)
Extremal Orbits
248(1)
Fermi Surface of Copper
249(2)
Magnetic Breakdown
251(1)
Summary
252(1)
Problems
252(5)
Superconductivity
257(40)
Experimental Survey
259(11)
Occurrence of Superconductivity
260(2)
Destruction of Superconductivity of Magnetic Fields
262(1)
Meissner Effect
262(2)
Heat Capacity
264(2)
Energy Gap
266(2)
Microwave and Infrared Properties
268(1)
Isotope Effect
269(1)
Theoretical Survey
270(23)
Thermodynamics of the Superconducting Transition
270(3)
London Equation
273(3)
Coherence Length
276(1)
BCS Theory of Superconductivity
277(1)
BCS Ground State
278(1)
Flux Quantization in a Superconducting Ring
279(3)
Duration of Persistent Currents
282(1)
Type II Superconductors
283(1)
Vortex State
284(1)
Estimation of Hc1 and Hc2
284(3)
Single Particle Tunneling
287(2)
Josephson Superconductor Tunneling
289(1)
Dc Josephson Effect
289(1)
Ac Josephson Effect
290(2)
Macroscopic Quantum Interference
292(1)
High-Temperature Superconductors
293(1)
Summary
294(1)
Problems
294(2)
Reference
296(1)
Diamagnetism and Paramagnetism
297(24)
Langevin Diamagnetism Equation
299(2)
Quantum Theory of Diamagnetism of Mononuclear Systems
301(1)
Paramagnetism
302(1)
Quantum Theory of Paramagnetism
302(10)
Rare Earth Ions
305(1)
Hund Rules
306(1)
Iron Group Ions
307(1)
Crystal Field Splitting
307(1)
Quenching of the Orbital Angular Momentum
308(3)
Spectroscopic Splitting Factor
311(1)
Van Vleck Temperature-Independent Paramagnetism
311(1)
Cooling by Isentropic Demagnetization
312(3)
Nuclear Demagnetization
314(1)
Paramagnetic Susceptibility of Conduction Electrons
315(2)
Summary
317(1)
Problems
318(3)
Ferromagnetism and Antiferromagnetism
321(40)
Ferromagnetic Order
323(7)
Curie Point and the Exchange Integral
323(3)
Temperature Dependence of the Saturation Magnetization
326(2)
Saturation Magnetization at Absolute Zero
328(2)
Magnons
330(5)
Quantization of Spin Waves
333(1)
Thermal Excitation of Magnons
334(1)
Neutron Magnetic Scattering
335(1)
Ferrimagnetic Order
336(4)
Curie Temperature and Susceptibility of Ferrimagnets
338(1)
Iron Garnets
339(1)
Antiferromagnetic Order
340(6)
Susceptibility Below the Neel Temperature
343(1)
Antiferromagnetic Magnons
344(2)
Ferromagnetic Domains
346(8)
Anisotropy Energy
348(1)
Transition Region between Domains
349(2)
Origin of Domains
351(1)
Coercivity and Hysteresis
352(2)
Single Domain Particles
354(2)
Geomagnetism and Biomagnetism
355(1)
Magnetic Force Microscopy
355(1)
Summary
356(1)
Problems
357(4)
Magnetic Resonance
361(32)
Nuclear Magnetic Resonance
363(7)
Equations of Motion
366(4)
Line Width
370(3)
Motional Narrowing
371(2)
Hyperfine Splitting
373(6)
Examples: Paramagnetic Point Defects
375(1)
F Centers in Alkali Halides
376(1)
Donor Atoms in Silicon
376(1)
Knight Shift
377(2)
Nuclear Quadrupole Resonance
379(1)
Ferromagnetic Resonance
379(4)
Shape Effects in FMR
380(2)
Spin Wave Resonance
382(1)
Antiferromagnetic Resonance
383(3)
Electron Paramagnetic Resonance
386(1)
Exchange Narrowing
386(1)
Zero-field Splitting
386(1)
Principle of Maser Action
386(4)
Three-Level Maser
388(1)
Lasers
389(1)
Summary
390(1)
Problems
391(2)
Plasmons, Polaritons, and Polarons
393(34)
Dielectric Function of the Electron Gas
395(6)
Definitions of the Dielectric Function
395(1)
Plasma Optics
396(1)
Dispersion Relation for Electromagnetic Waves
397(1)
Transverse Optical Modes in a Plasma
398(1)
Transparency of Metals in the Ultraviolet
398(1)
Longitudinal Plasma Oscillations
398(3)
Plasmons
401(2)
Electrostatic Screening
403(7)
Screened Coulomb Potential
406(1)
Pseudopotential Component U(0)
407(1)
Mott Metal-Insulator Transition
407(2)
Screening and Phonons in Metals
409(1)
Polaritons
410(7)
LST Relation
414(3)
Electron-Electron Interaction
417(3)
Fermi Liquid
417(1)
Electron-Electron Collisions
417(3)
Electron-Phonon Interaction: Polarons
420(2)
Peierls Instability of Linear Metals
422(2)
Summary
424(1)
Problems
424(3)
Optical Processes and Excitons
427(26)
Optical Reflectance
429(6)
Kramers-Kronig Relations
430(2)
Mathematical Note
432(1)
Example: Conductivity of collisionless Electron Gas
433(1)
Electronic Interband Transitions
434(1)
Excitons
435(9)
Frenkel Excitons
437(3)
Alkali Halides
440(1)
Molecular Crystals
440(1)
Weakly Bound (Mott-Wannier) Excitons
441(1)
Exciton Condensation into Electron-Hole Drops (EHD)
441(3)
Raman Effects in Crystals
444(4)
Electron Spectroscopy with X-Rays
447(1)
Energy Loss of Fast Particles in a Solid
448(1)
Summary
449(1)
Problems
450(3)
Dielectrics and Ferroelectrics
453(34)
Maxwell Equations
455(1)
Polarization
455(1)
Macroscopic Electric Field
456(4)
Depolarization Field, E1
458(2)
Local Electric Field at an Atom
460(3)
Lorentz Field, E2
462(1)
Field of Dipoles Inside Cavity, E3
462(1)
Dielectric Constant and Polarizability
463(4)
Electronic Polarizability
464(2)
Classical Theory of Electronic Polarizability
466(1)
Structural Phase Transitions
467(1)
Ferroelectric Crystals
467(4)
Classification of Ferroelectric Crystals
469(2)
Displacive Transitions
471(11)
Soft Optical Phonons
473(1)
Landau Theory of the Phase Transition
474(1)
Second-Order Transition
475(2)
First-Order Transition
477(2)
Antiferroelectricity
479(1)
Ferroelectric Domains
479(2)
Piezoelectricity
481(1)
Summary
482(1)
Problems
483(4)
Surface and Interface Physics
487(28)
Reconstruction and Relaxation
489(1)
Surface Crystallography
490(4)
Reflection High-Energy Electron Diffraction
493(1)
Surface Electronic Structure
494(4)
Work Function
494(1)
Thermionic Emission
495(1)
Surface States
495(2)
Tangential Surface Transport
497(1)
Magnetoresistance in a Two-Dimensional Channel
498(5)
Integral Quantized Hall Effect (IQHE)
499(1)
IQHE in Real Systems
500(3)
Fractional Quantized Hall Effect (FQHE)
503(1)
p-n Junctions
503(4)
Rectification
504(2)
Solar Cells and Photovoltaic Detectors
506(1)
Schottky Barrier
506(1)
Heterostructures
507(3)
n-N Heterojunction
508(2)
Semiconductor Lasers
510(1)
Light-Emitting Diodes
511(2)
Problems
513(2)
Nanostructures
515(50)
Imaging Techniques for Nanostructures
519(9)
Electron Microscopy
520(1)
Optical Microscopy
521(2)
Scanning Tunneling Microscopy
523(3)
Atomic Force Microscopy
526(2)
Electronic Structure of ID Systems
528(5)
One-Dimensional Subbands
528(1)
Spectroscopy of Van Hove Singularities
529(2)
ID Metals -- Coluomb Interactions and Lattice Copulings
531(2)
Electrical Transport in 1D
533(12)
Conductance Quantization and the Landauer Formula
533(3)
Two Barriers in Series-resonant Tunneling
536(2)
Incoherent Addition and Ohm's Law
538(1)
Localization
539(1)
Voltage Probes and the Buttiker-Landauer Formalism
540(5)
Electronic Structure of 0D Systems
545(6)
Quantized Energy Levels
545(1)
Semiconductor Nanocrystals
545(2)
Metallic Dots
547(2)
Discrete Charge States
549(2)
Electrical Transport in 0D
551(6)
Coulomb Oscillations
551(3)
Spin, Mott Insulators, and the Kondo Effect
554(2)
Cooper Pairing in Superconducting Dots
556(1)
Vibrational and Thermal Properties of Nanostructures
557(5)
Quantized Vibrational Modes
557(2)
Transverse Vibrations
559(2)
Heat Capacity and Thermal Transport
561(1)
Summary
562(1)
Problems
562(3)
Noncrystalline Solids
565(18)
Diffraction Pattern
567(6)
Monatomic Amorphous Materials
568(1)
Radial Distribution Function
569(1)
Structure of Vitreous Silica, SiO2
570(3)
Glasses
573(2)
Viscosity and the Hopping Rate
574(1)
Amorphous Ferromagnets
575(2)
Amorphous Semiconductors
577(1)
Low Energy Excitations in Amorphous Solids
578(3)
Heat Capacity Calculation
578(1)
Thermal Conductivity
579(2)
Fiber Optics
581(1)
Rayleigh Attenuation
582(1)
Problems
582(1)
Point Defects
583(14)
Lattice Vacancies
585(3)
Diffusion
588(4)
Metals
591(1)
Color Centers
592(5)
F Centers
592(1)
Other Centers in Alkali Halides
593(2)
Problems
595(2)
Dislocations
597(22)
Shear Strength of Single Crystals
599(2)
Slip
600(1)
Dislocations
601(12)
Burgers Vectors
604(1)
Stress Fields of Dislocations
605(2)
Low-angle Grain Boundaries
607(3)
Dislocation Densities
610(1)
Dislocation Multiplication and Slip
611(2)
Strength of Alloys
613(2)
Dislocations and Crystal Growth
615(2)
Whiskers
616(1)
Hardness of Materials
617(1)
Problems
618(1)
Alloys
619(22)
General Considerations
621(3)
Substitutional Solid Solutions---Hume-Rothery Rules
624(3)
Order-Disorder Transformation
627(5)
Elementary Theory of Order
629(3)
Phase Diagrams
632(2)
Eutectics
632(2)
Transition Metal Alloys
634(3)
Electrical Conductivity
636(1)
Kondo Effect
637(3)
Problems
640(1)
Appendix A: Temperature Dependence of the Reflection Lines
641(3)
Appendix B: Ewald Calculation of Lattice Sums
644(4)
Ewald-Kornfeld Method for Lattice Sums for Dipole Arrays
647(1)
Appendix C: Quantization of Elastic Waves: Phonons
648(4)
Phonon Coordinates
649(2)
Creation and Annihilation Operators
651(1)
Appendix D: Fermi-Dirac Distribution Function
652(3)
Appendix E: Derivation of the dk/dt Equation
655(1)
Appendix F: Boltzmann Transport Equation
656(5)
Particle Diffusion
657(1)
Classical Distribution
658(1)
Fermi-Dirac Distribution
659(2)
Electrical Conductivity
661(1)
Appendix G: Vector Potential, Field Momentum, and Gauge Transformations
661(4)
Lagrangian Equations of Motion
662(1)
Derivation of the Hamiltonian
663(1)
Field Momentum
663(2)
Gauge Transformation
664(1)
Gauge in the London Equation
665(1)
Appendix H: Cooper Pairs
665(2)
Appendix I: Ginzburg-Landau Equation
667(4)
Appendix J: Electron-Phonon Collisions
671(4)
Index 675

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