Statistical Physics For Electrical Engineering

Statistical Physics For Electrical Engineering

Contents
  • Kinetic Theory And The Maxwell Distribution
  • The Statistical Nature Of The Ideal Gas
  • Collisions
  • Dynamical Aspects
  • Suggestions For Supplementary Reading
  • References
  • Elementary Statistical Physics
  • Basic Postulates
  • Statistical Ensembles
  • The Microcanonical Ensemble
  • The Canonical Ensemble
  • The Grand–Canonical Ensemble
  • And The Gibbs Ensemble
  • Suggestions For Supplementary Reading
  • References
  • Quantum Statistics – The Fermi–Dirac Distribution
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  • Combinatorial Derivation Of The Fd Statistics
  • Fd Statistics From The Grand–Canonical Ensemble
The Fermi Energy
  • Useful Approximations Of Fermi Integrals
  • Applications Of The Fd Distribution
  • Electrons In A Solid
  • Thermionic Emission
  • Photoelectric Emission
  • Suggestions For Supplementary Reading
  • References
  • Quantum Statistics – The Bose–Einstein Distribution
  • Combinatorial Derivation Of The Be Statistics
  • Derivation Using The Grand–Canonical Ensemble
  • Bose–Einstein Condensation
  • Black–Body Radiation
  • Suggestions For Supplementary Reading
  • Interacting Particle Systems And Phase Transitions
  • Introduction – Sources Of Interaction
  • Models Of Interacting Particles
  • A Qualitative Discussion On Phase Transitions
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  • The One–Dimensional Ising Model
  • The Curie–Weiss Model
  • Spin Glasses