Effect of polydispersity on the cloud‐point curves of polymer mixtures
- 1 May 1985
- journal article
- research article
- Published by Wiley in Journal of Polymer Science: Polymer Physics Edition
- Vol. 23 (5) , 917-924
- https://doi.org/10.1002/pol.1985.180230506
Abstract
A method is presented for the calculation of cloud‐point curves of polymer–polymer mixtures when the polymers involved are polydisperse. The method is based on the Flory–Huggins free energy of mixing with a concentration‐independent χ parameter. Numerical results are given for cases in which the molecular weight distributions are represented by the Schulz–Flory type. When the two polymers have similar average molecular weights and polydispersities, the cloud‐point curves become flatter as the polydispersity increases. When the two polymers have similar average molecular weights but differ in polydispersity, the cloud‐point curves become more skewed as the difference in the polydispersity increases. The results point out that, if the polydispersity effect is not properly accounted for, the value of χ deduced from experimental cloud points is liable to be in error, especially with regard to its temperature coefficient and its concentration dependence.Keywords
This publication has 8 references indexed in Scilit:
- Efficient computation of phase equilibriums in polydisperse polymer solutions using R-equivalent delta-function molecular weight distributionsMacromolecules, 1982
- Determination of the Polymer-Polymer Interaction Parameter for the Polystyrene-Polybutadiene PairMacromolecules, 1980
- Thermodynamics of polymer mixturesJournal of Polymer Science: Polymer Symposia, 1977
- Cloud-Point Curves of Polymers with Logarithmic-Normal Distribution of Molecular WeightMacromolecules, 1975
- Cloud-Point Curves of Polymer Solutions.Macromolecules, 1970
- On the limit polydispersity of a fraction separated from a solution of polymerCollection of Czechoslovak Chemical Communications, 1969
- Liquid–liquid phase separation in multicomponent polymer solutions. I. Statement of the problem and description of methods of calculationJournal of Polymer Science Part A-2: Polymer Physics, 1968
- Solubility of Heterogeneous PolymersThe Journal of Chemical Physics, 1949