An improved corresponding states procedure for accurate prediction of thermodynamic properties for simple Lennard-Jones and real hydrocarbon mixtures is developed. For simple Lennard-Jones fluids, a "blip function method" of determining the hard sphere diameters for the perturbation theory developed by Weeks, Chandler and Andersen (6) is incorporated with the hard sphere expansion conformal solution theory of Mansoori and Leland (4). The mixture properties are obtained by the sum of the difference between the hard sphere properties of the mixture and the reference systems, and the total reference properties. Several Lennard-Jones mixtures of different combinations of force parameters have been studied. Significant improvement over the metho...
The KLRR perturbation theory has been initially proposed by Kang et al. in order to compute the equa...
A simple mixture model based on the mixture pair correlation functions was developed and tested. For...
A theory for an equation of state for simple fluid mixtures valid both near to and far from critical...
The HSE (Hard Sphere Expansion) theory calculates the thermodynamic properties of a mixture by separ...
This research develops a theoretically based corresponding states procedure which predicts mixture p...
Like the hard sphere expansion (HSE) theory, the hard convex body expansion (HCBE) theory separates ...
In this work, a procedure for computing the thermodynamic properties of a mixture of methane and eth...
The hard sphere expansion conformal solution theory is a very useful technique to predict the thermo...
The theoretical perturbation equation of state developed by McQuarrie and Katz is considered. The eq...
A new three-parameter generalized equation of state for application to mixtures and multicomponent e...
A new equation of state based on the concept of perturbed hard chain theory and the hard-convex body...
This thesis develops better methods of predicting the thermodynamic properties of both pure componen...
Several different variation of the binary-K expansion method are presented, based on the conformal s...
The KLRR perturbation theory has been initially proposed by Kang et al. in order to compute the equa...
The KLRR perturbation theory has been initially proposed by Kang et al. in order to compute the equa...
The KLRR perturbation theory has been initially proposed by Kang et al. in order to compute the equa...
A simple mixture model based on the mixture pair correlation functions was developed and tested. For...
A theory for an equation of state for simple fluid mixtures valid both near to and far from critical...
The HSE (Hard Sphere Expansion) theory calculates the thermodynamic properties of a mixture by separ...
This research develops a theoretically based corresponding states procedure which predicts mixture p...
Like the hard sphere expansion (HSE) theory, the hard convex body expansion (HCBE) theory separates ...
In this work, a procedure for computing the thermodynamic properties of a mixture of methane and eth...
The hard sphere expansion conformal solution theory is a very useful technique to predict the thermo...
The theoretical perturbation equation of state developed by McQuarrie and Katz is considered. The eq...
A new three-parameter generalized equation of state for application to mixtures and multicomponent e...
A new equation of state based on the concept of perturbed hard chain theory and the hard-convex body...
This thesis develops better methods of predicting the thermodynamic properties of both pure componen...
Several different variation of the binary-K expansion method are presented, based on the conformal s...
The KLRR perturbation theory has been initially proposed by Kang et al. in order to compute the equa...
The KLRR perturbation theory has been initially proposed by Kang et al. in order to compute the equa...
The KLRR perturbation theory has been initially proposed by Kang et al. in order to compute the equa...
A simple mixture model based on the mixture pair correlation functions was developed and tested. For...
A theory for an equation of state for simple fluid mixtures valid both near to and far from critical...