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Fermi: exclusion-based statistics of an ideal gas

Fermi imposed at most one particle per specified quantum state in an ideal monoatomic gas. Counting occupations in a harmonic confinement model produced a statistical distribution and low-temperature changes in pressure and specific heat.

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Fermi imposed at most one particle per specified quantum state in an ideal monoatomic gas. Counting occupations in a harmonic confinement model produced a statistical distribution and low-temperature changes in pressure and specific heat. Classical gas laws leave the low-temperature entropy and heat capacity unresolved. Limiting state occupation changes the counting: low-energy levels fill, so additional particles must occupy higher states. This creates degeneracy effects while recovering classical behavior at high temperature. The contribution extends exclusion-based reasoning to gas thermodynamics, distinct from Fermi's later beta-decay and cosmic-ray work.

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Scientific scope

The 1926 note states principles and results, reserving mathematical details for a later work. It assumes an ideal gas and the exclusion hypothesis; it is not an experimental validation or a model of every interacting gas. The inspected English translation dates from 1999.

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People and systems

Enrico Fermi

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English catalogue narrative

Fermi: exclusion-based statistics of an ideal gas

Fermi imposed at most one particle per specified quantum state in an ideal monoatomic gas. Counting occupations in a harmonic confinement model produced a statistical distribution and low-temperature changes in pressure and specific heat.

Classical gas laws leave the low-temperature entropy and heat capacity unresolved. Limiting state occupation changes the counting: low-energy levels fill, so additional particles must occupy higher states. This creates degeneracy effects while recovering classical behavior at high temperature. The contribution extends exclusion-based reasoning to gas thermodynamics, distinct from Fermi's later beta-decay and cosmic-ray work.

Scientific scope

The 1926 note states principles and results, reserving mathematical details for a later work. It assumes an ideal gas and the exclusion hypothesis; it is not an experimental validation or a model of every interacting gas. The inspected English translation dates from 1999.

People and systems

Enrico Fermi

Original sources