ON THE RELATIVISTIC PARTITION FUNCTION OF IDEAL GASES - INSPIRE

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ON THE RELATIVISTIC PARTITION FUNCTION OF IDEAL GASES

Yu.M. Sinyukov
(
- Moscow, Standards Committee
)

1983

5 pages

Published in:

Phys.Lett.B 127 (1983) 443-447

Published: 1983

DOI:

10.1016/0370-2693(83)90290-3

View in:

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Abstract: (Elsevier)

The covariant partition function method for ideal Boltzmann and Bose gases is developed within quantum field theory. This method is a basis to described the statistical and thermodynamical properties of the gases in canonical, grand canonical and pressure ensembles in an arbitrary inertial system. It is shown that when statistical systems are described relativistically it is very important to take into account the boundary conditions. This is due to the fact that an equilibrium system is not closed mechanically. The results may find application in hadron physics.

GAS: RELATIVISTIC
STATISTICAL MECHANICS: BOUNDARY CONDITION
THERMODYNAMICS
DENSITY MATRIX
FIELD THEORY
MATTER: HADRONIC

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Figures(0)

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