Macromolecular Theory and Simulations · 2011 · 56 citations · 40 references
Natural SciencesChemical EngineeringChemistryChemical KineticsPolymer ChemistryPolymer EngineeringMolecular Weight DistributionPolymer Physical ChemistryPolymer PhysicsPolymerization ChemistryPolymerization KineticsPolymerization ProcessesFragmentationModel DiscriminationMolecular Weight Distribution AnalysisMolecular Weight Distribution FunctionsPolymerization ModelingQuasi-steady-state ApproximationRadical Termination ReactionsRadical Trapping
Abstract The full molecular weight distribution (FMWD) equations in RAFT polymerization are solved by direct integration for three models: intermediate radical termination (IRT), slow fragmentation (SF), and IRT with oligomers (IRTO). It is shown that the quasi steady state approximation (QSSA) is always applicable to living radicals, and also applicable to intermediate radicals in the IRT and IRTO models. The application of the QSSA allows for considerable simplification of the numerical solution of the equations. A marked bimodality is found for the FMWD of the SF model only. This suggests model discrimination by radical trapping experiments followed by GPC measurement of the total MWD. magnified image
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Living Radical Polymerization by the RAFT Process
Graeme Moad, Ezio Rizzardo, San H. Thang · Australian Journal of Chemistry · 2005 · 2.2K citations