4.7 Article

Modelling Sorption Thermodynamics and Mass Transport of n-Hexane in a Propylene-Ethylene Elastomer

期刊

POLYMERS
卷 13, 期 7, 页码 -

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MDPI
DOI: 10.3390/polym13071157

关键词

polyolefin elastomer; n-hexane; sorption thermodynamics; lattice fluid theory; diffusivity

资金

  1. Sulzer Chemtech Ltd., Winterthur, Switzerland

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The sorption behavior of n-hexane vapor in a commercial propylene-ethylene elastomer was experimentally determined and interpreted using a Non Random Lattice Fluid (NRLF) Equation of State model. The study also investigated sorption kinetics and determined values of mutual diffusivity, providing insights for optimizing post polymerization processes of polyolefin elastomers involving solvents.
Optimization of post polymerization processes of polyolefin elastomers (POE) involving solvents is of considerable industrial interest. To this aim, experimental determination and theoretical interpretation of the thermodynamics and mass transport properties of POE-solvent mixtures is relevant. Sorption behavior of n-hexane vapor in a commercial propylene-ethylene elastomer (V8880 Vistamaxx(TM) from ExxonMobil, Machelen, Belgium) is addressed here, determining experimentally the sorption isotherms at temperatures ranging from 115 to 140 degrees C and pressure values of n-hexane vapor up to 1 atm. Sorption isotherms have been interpreted using a Non Random Lattice Fluid (NRLF) Equation of State model retrieving, from data fitting, the value of the binary interaction parameter for the n-hexane/V8880 system. Both the cases of temperature-independent and of temperature-dependent binary interaction parameter have been considered. Sorption kinetics was also investigated at different pressures and has been interpreted using a Fick's model determining values of the mutual diffusivity as a function of temperature and of n-hexane/V8880 mixture composition. From these values, n-hexane intra-diffusion coefficient has been calculated interpreting its dependence on mixture concentration and temperature by a semi-empiric model based on free volume arguments.

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