Article
Short Communications
2017. V. 55. № 1. P. 158–161
Bobrov V.B., Triger S.A., Petrov O.F.
On the relationship between microcanonical and canonical Gibbs distributions
It is established that the agreement between the use of microcanonical and canonical Gibbs distributions is possible only if the temperature of a closed equilibrium system and its specific energy in a thermostat are mutually inverse functions. The analysis shows that the derivation of the canonical Gibbs distribution from the microcanoncial does not agree with the physical condition for separating a macroscopic part of a closed equilibrium system.
Article reference:
Bobrov V.B., Triger S.A., Petrov O.F. On the relationship between microcanonical and canonical Gibbs distributions, High Temp., 2017. V. 55. № 1. P. 158
Bobrov V.B., Triger S.A., Petrov O.F. On the relationship between microcanonical and canonical Gibbs distributions, High Temp., 2017. V. 55. № 1. P. 158