Statistical Mechanics: An Advanced Course with Problems and Solutions |
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PRINCIPLES OF STATISTICAL MECHANICS | 1 |
780 | 11 |
Examples | 32 |
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approximation assumed atoms average Boltzmann Boltzmann equation calculate canonical distribution chemical potential classical coefficient collision conduction band constant coordinates cosh degeneracy denoted density matrix derived distribution function donor level E₁ electric entropy equal equation Fermi gas filled band formula given Hamiltonian heat capacity Helmholtz free energy Hence ideal gas integral interaction internal energy kinetic kT log m₁ magnetic field mean microscopic molecular field molecules momentum motion N₁ N₂ NOTE number density number of particles obtains partition function phase probability problem quantum r₁ relation rotational rotational partition function sinh solution to example specific heat spin statistical mechanics Stirling's formula sublattice Substituting term theorem thermodynamic total number velocity vibration zero μο Σ Σ ат др дх