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Bose-Einstein distribution
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Quantum ideal-gas statistics
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Words: 188
Articles: 8
The mean occupation of a bosonic one-particle state of energy
E
is
n
(
E
)
=
e
β
(
E
−
μ
)
−
1
1
,
β
=
(
k
B
T
)
−
1
.
(6)
Table of contents
188
8
Bose-Einstein condensation
Bose-Einstein distribution
17
Phonon
Bose-Einstein distribution
156
6
Phonon dispersion relation
Phonon
41
1
Density of states for a two-dimensional power-law phonon dispersion
Phonon dispersion relation
18
Debye model
Phonon
92
3
Debye frequency
Debye model
30
1
Debye temperature
Debye frequency
6
Two-dimensional power-law Debye model
Debye model
33
Ancestors
(5)
Quantum ideal-gas statistics
Statistical physics
Branch of physics
Physics
Home
Incoming links
(4)
Solution
Solution
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