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Fermi-Dirac distribution (Definition)

The Fermi-Dirac distribution gives the probability of a fermion occupying a Microstate with energy $\epsilon$ and chemical potential $\mu$ at a temperature T. It is:

$\displaystyle f(\epsilon) = \frac{1}{1+exp(\frac{\epsilon - \mu}{kT})} $



"Fermi-Dirac distribution" is owned by invisiblerhino.

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See Also: fermion, probability distribution functions in physics

Other names:  Fermi-Dirac statistics, Fermi distribution

Cross-references: temperature, chemical potential, energy, Microstate, fermion
There are 3 references to this object.

This is version 1 of Fermi-Dirac distribution, born on 2008-03-27.
Object id is 278, canonical name is FermiDiracDistribution.
Accessed 1830 times total.

Classification:
Physics Classification: 05.30.Fk (Fermion systems and electron gas )
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