The microscopic definition of entropy as introduced by Prigogine, Henin and George, in terms of a quasi-particle description is used to derive the entropy balance equation for a moderately strong coupled classical non-uniform gas. Both entropy flow and entropy production are found to agree with the expressions postulated by non-equilibrium theory on the basis of the Gibbs entropy law. © 1968.SCOPUS: ar.jinfo:eu-repo/semantics/publishe
A rigorous and general logical scheme is presented, which provides an operative non-statistical defi...
It is unquestionable that the concept of entropy has played an essential role both in the physical a...
The principal methods for the definition of thermodynamic entropy are discussed with special referen...
The statistical mechanical definition of entropy introduced by Prigogine et al. is used to derive th...
The entropy may be expressed, both in and out of equilibrium in terms of the usual H-functional, whe...
In the usual procedure of deriving equilibrium thermodynamics from classical statistical mechanics, ...
In the usual procedure of deriving equilibrium thermodynamics from classical statistical mechanics, ...
The science of thermodynamics was put together in the Nineteenth Century to describe large systems i...
In the usual procedure of deriving equilibrium thermodynamics from classical statistical mechanics, ...
In this paper, a general definition of entropy is presented, based on operative definitions of all t...
Standard theory is thermostatic, omitting all particle transition rate information. Balanced diffus...
In this paper, a general definition of entropy is presented, based on operative definitions of all t...
In this paper, a general definition of entropy is presented, based on operative definitions of all t...
In this paper, we give a succinct derivation of the fundamental equation of classical equilibrium th...
The Gibbs entropy of a macroscopic classical system is a function of a probability distribution over...
A rigorous and general logical scheme is presented, which provides an operative non-statistical defi...
It is unquestionable that the concept of entropy has played an essential role both in the physical a...
The principal methods for the definition of thermodynamic entropy are discussed with special referen...
The statistical mechanical definition of entropy introduced by Prigogine et al. is used to derive th...
The entropy may be expressed, both in and out of equilibrium in terms of the usual H-functional, whe...
In the usual procedure of deriving equilibrium thermodynamics from classical statistical mechanics, ...
In the usual procedure of deriving equilibrium thermodynamics from classical statistical mechanics, ...
The science of thermodynamics was put together in the Nineteenth Century to describe large systems i...
In the usual procedure of deriving equilibrium thermodynamics from classical statistical mechanics, ...
In this paper, a general definition of entropy is presented, based on operative definitions of all t...
Standard theory is thermostatic, omitting all particle transition rate information. Balanced diffus...
In this paper, a general definition of entropy is presented, based on operative definitions of all t...
In this paper, a general definition of entropy is presented, based on operative definitions of all t...
In this paper, we give a succinct derivation of the fundamental equation of classical equilibrium th...
The Gibbs entropy of a macroscopic classical system is a function of a probability distribution over...
A rigorous and general logical scheme is presented, which provides an operative non-statistical defi...
It is unquestionable that the concept of entropy has played an essential role both in the physical a...
The principal methods for the definition of thermodynamic entropy are discussed with special referen...
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