The Journal of Chemical Physics · 1947 · 140 citations · 17 references
Natural SciencesChemistryPhysicsPhysical ChemistryPolymer ChemistryThermodynamicsChemical ThermodynamicsEntropyPolymer ThermodynamicsSecond Law Of ThermodynamicsSolution ThermodynamicsStatistical ThermodynamicsEntropy Of MixingGibbs Free Energy Of MixingLinear PolymersMolar Gibbs Energy Of MixingPolymer EntropyPolymer Mixing ThermodynamicsPolymer Solution Thermodynamics
The entropy of mixing two liquids whose molecules differ in size is expressed in terms which avoid the assumption of a lattice as an artificial frame of reference, and which is not limited to linear polymers. The equation obtained is ΔSR=N1lnV−N1b1−N2b2N1(v1−b1)+N2lnV−N1b1−N2b2N2(v2−b2),where N1 and N2 denote number of moles, V the volume of the solution, v1 and v2 the molal volumes of the pure components and b1 and b2 the sum of the actual geometrical volumes of 6×1023 molecules. With certain simplifying assumptions, equivalent to those used by authors who have analyzed the problem for linear polymers in a lattice frame of reference, the above equation reduces to the form obtained by the latter method. Various methods of obtaining experimental values for b are outlined.
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Thermodynamics of High Polymer Solutions
Paul J. Flory · The Journal of Chemical Physics · 1942 · 4.4K citations
Solutions of Long Chain Compounds
Maurice L. Huggins · The Journal of Chemical Physics · 1941 · 1.9K citations