Based on the well-known concepts of statistics of nearest neighbors in a lattice and on the BethePeierls-Guggenheim quasichemical approximation, combination rules are obtained allowing us to express the thermodynamic functions of multicomponent systems (mixtures) with given chemical and coordination composition in terms of thermodynamic functions of the pure subsystems. © 1977 Plenum Publishing Corporation
A theoretical model has been developed to advance the study of the thermodynamics of highly concentr...
Chemical reactions and chemical equilibria. Thermodynamics of ideal and real solutions. Statistical ...
Thermodiffusion in Multicomponent Mixtures presents the computational approaches that are employed i...
Based on the well-known concepts of statistics of nearest neighbors in a lattice and on the BethePei...
It is shown that short-range order can be taken into account effectively for a liquid multicomponent...
A rather general expression for the excess Gibbs free energy of a nonionic liquid mixture has been d...
Equilibrium statistical methods are used to derive sum rules for two- and three-particle correlation...
A general equation for the estimation of thermodynamic excess properties of multicomponent systems f...
Based on a quasilattice model of a multicomponent soln., 3 equations are derived relating component ...
The concepts and relations pertinent to the solution of many thermodynamic problems encountered in m...
A statistical thermodynamic model for the interpretation of the equilibria in solution is based on t...
A general treatment has been developed for the multicomponent one-dimensional non-covalent molec-ula...
For a binary mixture of polydisperse polymers with strong interactions, the free energy, the equatio...
The distribution of four species on two identical sub-lattices is taken into account for the quatern...
Three related topics in applied statistical thermodynamics are addressed with the intent of developi...
A theoretical model has been developed to advance the study of the thermodynamics of highly concentr...
Chemical reactions and chemical equilibria. Thermodynamics of ideal and real solutions. Statistical ...
Thermodiffusion in Multicomponent Mixtures presents the computational approaches that are employed i...
Based on the well-known concepts of statistics of nearest neighbors in a lattice and on the BethePei...
It is shown that short-range order can be taken into account effectively for a liquid multicomponent...
A rather general expression for the excess Gibbs free energy of a nonionic liquid mixture has been d...
Equilibrium statistical methods are used to derive sum rules for two- and three-particle correlation...
A general equation for the estimation of thermodynamic excess properties of multicomponent systems f...
Based on a quasilattice model of a multicomponent soln., 3 equations are derived relating component ...
The concepts and relations pertinent to the solution of many thermodynamic problems encountered in m...
A statistical thermodynamic model for the interpretation of the equilibria in solution is based on t...
A general treatment has been developed for the multicomponent one-dimensional non-covalent molec-ula...
For a binary mixture of polydisperse polymers with strong interactions, the free energy, the equatio...
The distribution of four species on two identical sub-lattices is taken into account for the quatern...
Three related topics in applied statistical thermodynamics are addressed with the intent of developi...
A theoretical model has been developed to advance the study of the thermodynamics of highly concentr...
Chemical reactions and chemical equilibria. Thermodynamics of ideal and real solutions. Statistical ...
Thermodiffusion in Multicomponent Mixtures presents the computational approaches that are employed i...