Abstract
The equation of state for classical Boltzmann gas with two-particle interaction can be written off any approximations in single-particle representation and/or in terms of the phenomenological mean field model. Using the latter it is suggested to take into account the finite size of particles of the medium in a thermodynamically consistent way. The possible arising of the intermediate statistics is pointed out. 15 refs.; 1 fig. (author).
Citation Formats
Anchishkin, D.
Particle finite size effects as mean field approximation.
Ukraine: N. p.,
1991.
Web.
Anchishkin, D.
Particle finite size effects as mean field approximation.
Ukraine.
Anchishkin, D.
1991.
"Particle finite size effects as mean field approximation."
Ukraine.
@misc{etde_10129615,
title = {Particle finite size effects as mean field approximation}
author = {Anchishkin, D}
abstractNote = {The equation of state for classical Boltzmann gas with two-particle interaction can be written off any approximations in single-particle representation and/or in terms of the phenomenological mean field model. Using the latter it is suggested to take into account the finite size of particles of the medium in a thermodynamically consistent way. The possible arising of the intermediate statistics is pointed out. 15 refs.; 1 fig. (author).}
place = {Ukraine}
year = {1991}
month = {Dec}
}
title = {Particle finite size effects as mean field approximation}
author = {Anchishkin, D}
abstractNote = {The equation of state for classical Boltzmann gas with two-particle interaction can be written off any approximations in single-particle representation and/or in terms of the phenomenological mean field model. Using the latter it is suggested to take into account the finite size of particles of the medium in a thermodynamically consistent way. The possible arising of the intermediate statistics is pointed out. 15 refs.; 1 fig. (author).}
place = {Ukraine}
year = {1991}
month = {Dec}
}