1998 Annual Report
Basic Energy Sciences
Equation of State and Activity Coefficient Models for Improved Engineering PracticeAmadeu K. Sum and Stanley I. Sandler, University of Delaware
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Research ObjectivesThis project investigates the application of ab initio molecular orbital theory to determine parameters often encountered in applied thermodynamics models, such as equations of state and activity coefficient models used in phase equilibria predictions. Computational ApproachEnergy minimizations of molecule clusters were used to determine the interaction energies between pairs of molecules computed using ab initio methods, in particular Hartree-Fock theory. Calculations were performed with the Gaussian 94 computational chemistry program. Most of the calculations were done on the Cray J90 machines. AccomplishmentsA collection of binary aqueous systems was studied to determine the interaction energy between pairs of molecules. At first, clusters of as large as eight molecules were optimized by minimizing the energy of the system, using Hartree-Fock theory. Interaction energies were then calculated for the like and unlike pairs of molecules (also using Hartree-Fock theory) which subsequently were used as parameters in the widely used Wilson and UNIQUAC activity coefficient models for phase equilibria calculations. This method resulted in excellent phase behavior predictions using the UNIQUAC model. SignificanceOur current research focuses on using microscopic information available from computational chemistry to determine parameters in engineering models predicting the phase behavior of fluids and their mixtures. We have successfully applied this approach to two engineering equations of state, and are now expanding the scope of our project to include liquid solution (activity coefficient) models. By being able to determine these parameters in engineering models from first-principle calculations, we are developing a new generation of predictive models-the tools engineers need for making predictions about thermodynamic properties and phase behavior. |
Vapor-liquid equilibria for ethanol (1) + water (2) using parameters determined from ab initio methods.
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