→ hahastarr:...do you even know what you're posting? 12/11 18:42
By Felix Bloch
Introduction and basic concepts
Classical physics
Hamilton's equations
Phase space
Liouville's theorem
The statistical ensemble
Distribution function and probability density
Mean values
Additive quantities
Time dependence of the phase density
Thermal equilibrium and the canonical distribution
Stationary mean values
Conditions of equilibrium
Constancy of the distribution function
The canonical distribution
Thermodynamic functions
The partition function
The statistical significance of entropy
Applications of classical statistics
Ideal monatomic gases
Energy
Heat capacity
Entropy
Free energy
Distribution in the u-space
The virial theorem
The equipartition theorem
Examples
Mean kinetic energy
Diatomic molecules
Rigid rotations
Vibrations
Solids
Normal coordinates
Linear chain
Periodic boundary conditions
Three-dimensional solid
Blackbody radiation
Magnetism
Quantum statistics
Basic elements of quantum mechanics
The density matrix
The statistical ensemble
Time dependence of the density matrix
Thermal equilibrium
The canonical distribution
Thermodynamic functions and the partition function
The Nernst heat theorem
Applications of quantum statistics
Ideal monatomic gases
Mean energy of harmonic oscillator
Examples
Diatomic molecules
Specific heat of solids
The Debye approximation
Blackbody radiation
Magnetism
Weiss theory of ferromagnetism
Transition from quantum to classical statistical mechanics
Identical particles
The grand canonical ensemble
Fermi statistics
Bose statistics
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