Re: [Talk] Fundamentals of statistical mechanics
Really don's know why you posted those articles here??
※ 引述《uniserv1002 (uniserv)》之銘言:
: 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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