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Canonical ensemble
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Words: 416
Articles: 18
At fixed temperature, the canonical ensemble assigns a state of energy
E
s
probability proportional to
e
−
β
E
s
.
Table of contents
416
18
Canonical partition function
Canonical ensemble
201
9
Thermodynamic derivatives of the canonical partition function
Canonical partition function
19
1
Canonical energy fluctuation
Thermodynamic derivatives of the canonical partition function
7
Particle in a finite two-dimensional harmonic trap
Canonical partition function
81
1
Hard-wall correction to harmonic equipartition
Particle in a finite two-dimensional harmonic trap
47
Classical ideal-gas partition function
Canonical partition function
86
4
Thermal wavelength
Classical ideal-gas partition function
12
Canonical partition function for an ultrarelativistic gas in a power-law trap
Classical ideal-gas partition function
46
1
Most likely radius in an isotropic power-law trap
Canonical partition function for an ultrarelativistic gas in a power-law trap
12
Sackur-Tetrode equation
Classical ideal-gas partition function
12
Spin-1 paramagnet
Canonical ensemble
52
1
Independent symmetric three-level system
Spin-1 paramagnet
26
Negative temperature
Canonical ensemble
97
2
Magnetic-field reversal and negative temperature
Negative temperature
37
Heat flow from negative to positive temperature
Negative temperature
32
Equipartition theorem
Canonical ensemble
14
Nonrelativistic equilibrium number density
Canonical ensemble
14
Boltzmann factor
Canonical ensemble
20
Ancestors
(4)
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