|
Abstract
|
Reverse micellar systems are nano-fluids with unique properties that make them attractive in high selectivity separation processes,
especially for biological compounds. Understanding the phase behavior and thermodynamic properties of these nano-systems is the first
step in process design. Separation of components by these nano-systems is performed upon contact of aqueous and reverse micellar phases.
Due to the complexities of the molecular interactions of components, phase behavior studies of these solutions are different from regular
liquid-liquid systems, and few thermodynamic models have been developed to describe distribution of extract between phases. In this
study, a thermodynamic model with ?-? approach and use of equations of states is developed for the first time to describe the protein phase
equilibria in reverse micellar systems. The developed model assumes that some reverse micelles act as active surfaces which can adsorb
protein molecules. In addition, the non-ideal behavior of micellar solution was modeled by three equation of states, i.e. van der Waals,
Peng-Robinson, and Soave-Redlich-Kwong. Results showed that Soave-Redlich-Kwong equation of state shows the best match with
experimental data of bovine serum albumin extraction from aqueous solution using reverse micellar solution of cetyltrimethylammonium
bromide, a cationic surfactant. In addition, results indicate that the proposed thermodynamic model can describe the changes in electrostatic
forces and increase in active surfaces on equilibrium protein extraction. Moreover, the standard deviation shows an excellent match
between experimental data and model predictions.
|