Consideration of long and middle range interaction on the calculation of activities for binary polymer solutions

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초록

We established a thermodynamic framework of group contribution method based on modified double lattice (MDL) model. The proposed model included the long-range interaction contribution caused by the Coulomb electrostatic forces, the middle-range interaction contribution from the indirect effects of the charge interactions and the short-range interaction from modified double lattice model. The group contribution method explained the combinatorial energy contribution responsible for the revised Flory-Huggins entropy of mixing, the van der Waals energy contribution from dispersion, the polar force, and the specific energy contribution from hydrogen bonding. We showed the solvent activities of various polymer solution systems in comparison with theoretical predictions based on experimental data. The proposed model gave a very good agreement with the experimental data.

키워드

modified double lattice modelgroup contribution methodcharge interactionlong range interactionmiddle range interactionVAPOR-LIQUID-EQUILIBRIASOLVENT ELECTROLYTE SYSTEMSCONTRIBUTION FLORY EQUATIONDOUBLE-LATTICE MODELPHASE-EQUILIBRIAACTIVITY-COEFFICIENTSG(E) MODELTHERMODYNAMICSMIXTURESPREDICTION
제목
Consideration of long and middle range interaction on the calculation of activities for binary polymer solutions
저자
Lee, Seung SeokBae, Young ChanSun, Yang KookKim, Jae Jun
DOI
10.1007/BF03218524
발행일
2008-06
유형
Article
저널명
Macromolecular Research
16
4
페이지
320 ~ 328