PHYS208. (fys208) Faststoff-fysikk - Solid State Physics
Pensumliste - Requirements for the Exams (Curriculum)
Kurset inngår i "International Master of Science Program". Hvis det er
påmeldt studenter fra dette programmet og hvis det lar seg praktisk
gjennomføre, blir kurset gitt på engelsk. Siden læreboken er
på engelsk og for å unngå unødvendig duplissering, er også
pensumlisten gitt på engelsk.
The course is recommended for the International Master of Science Program.
Therefore, if there are students from this programme, the course will be given in English.
The curriculum of the course is defined by the following list of topics.
These are sufficiently covered by the main recommended book, but some material
might be better covered by the other listed books. In several cases, there
are additional notes. These are slightly modified every year in response
to the new reactions from the participants.
Some details of the curriculum will be specified by additional notes,
which will be distributed during the semester.
For further details: L. Kocbach, room 544, tel. 55 58 28 70,
E-mail:
ladi@post.ift.uib.no
Free Textbook - added in 2005
Prof. Yuri Galperin's electronic
text (PDF, 4MBytes, full text download)
Textbooks - edited in 1997 - prices not updated
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Main Recommended Book (New in 1996)
N.W. ASHCROFT and N.D. MERMIN : SOLID STATE PHYSICS
( International Edition, 1995 Price: NOK 235)
This is a standard book e.g. in Utrecht and many other places
Alternative textbook:
G. BURNS : SOLID STATE PHYSICS
( International Edition, 1995 Price ca NOK 290.)
Modern and interesting book. Covers also all the topics
Old Recommended Book (1989-1994)
P.C. HEMMER : FASTE STOFFERS FYSIKK
( Norwegian, Price ca. NOK 130)
Kan brukes. Er mye mer kompakt, men dekker ikke alle emner.
C. KITTEL : INTRODUCTION TO SOLID STATE PHYSICS
( 6th edition, ca NOK 450)
Most Famous Textbook, used many places; Covers most of the topics, but not
always at the required level. Useful as Reference. Many copies of
older editions are available in the library.
Various notes. In particular on
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Notes on Debye model, Einstein Model and Fermi gas model
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Fourier method for band structure
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Notes on the concept of effective mass
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Semiconductors: Detailed treatment of the p-n junction
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Notes on Ferromagnetism
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Notes on Superconductivity
These notes are distributed during the lectures, but can be obtained
from the lecturer at any time.
List of Topics Covered
Introduction
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Crystal Structure, Lattice (Gitter in Norw.) vibrations
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Crystals as "huge molecules,
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Quantum Mechanics.....
The Dynamics of Lattice vibrations, Thermic properties of Solids
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Dispersion relations ( and normal modes) for a string
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(one dimensional 'crystal')
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Heat capacity, Einstein's model,
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Heat capacity, Debye's model
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Heat conduction
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Phonons
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Anharmonic Effects, Umklapp process; Thermal Expansion
Electrons in Metals: Classical and Fermi Gas
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Classical Gas: Drude's Model: Relation between electic and thermal
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Conductivity
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Fermi Gas: Fermi Gas Model, Density of States, Fermi Energy
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Quantal Theory for Heat capacity of Electrons
Electrons in crystals: Band Theory
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Blochs Theorem
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Details of Fourier analysis for construction of Bloch States
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LCAO
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1-dimensional models
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Weak potential models
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Number of states in a band; Metals, Insulators Semiconductors
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3-dimensional models
Electrons in crystals: Electron Dynamics
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Equations of Motion,
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Effective Mass; Effective Mass and Density of States
Metals; Fermi Surface
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Electron Motion in Magnetic field, Importance of Fermi Surface
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Temperature dependence of electric conductivity.
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Polycrystalline structure of metals
Semiconductors
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Energy Gap; Number of states in a Band
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Density of Charge Carrires: Electrons and Holes
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Law of Mass Action (massevirkningsloven) Analogy with Chemistry
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Impurities; Donors and Acceptors; Impurity states
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Mobilities
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The physics of the p-n junction
Hall Effect
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Hall effect in conductors
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Hall effect in semiconductors
Magnetic Phenomena
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Diamagnetism; Quantal derivation
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Paramagnetism; Paramagnetism of Electrons in Metals
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Cooperative Magnetism
Ferromagnetism
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Heisenberg Ferromagnet
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Mean Field Theory: Spontaneous magnetization, Hysteresis
Superconductivity
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Basic principles, Meissner Effect
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Illustrative Models, Correlated states
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Superconductivity and Magnetism; Quantization of magnetic Flux
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Type I, Type II and high T superconductors
Details of Crystal Structure
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Crystal Symmetry; Unit cells, Wigner-Seitz; Brillouin; Miller indices
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Types of Lattices
Crystal Structure and X-ray Diffraction
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Braggs Law; von Lau's methods; Ewald's Sphere
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Neutron Diffraction
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Diffraction: Experimental methods