1. Random Scission of Polymers: Numerical Simulations, and Experiments on Hyaluronan Hydrolosis
- Author
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S. Rueb, Aernout A. Martens, Louis C. P. M. de Smet, Herman P. Spaink, Nicolaas A. M. Besseling, and Ernst J. R. Sudhölter
- Subjects
chemistry.chemical_classification ,Molar mass ,Polymers and Plastics ,Organic Chemistry ,Thermodynamics ,Polymer ,Kinetic energy ,Inorganic Chemistry ,Reaction rate constant ,Polymerization ,chemistry ,Materials Chemistry ,Molar mass distribution ,Organic chemistry ,Acid hydrolysis ,Bond cleavage - Abstract
We present a study of the random scission process of polymers, in which numerical simulations are com- bined with experimental investigations into the acid hydrolysis ofthepolysaccharidehyaluronan(HA),inparticularatpH1.1and 50 � C. As input for the simulations, an initial molecular weight distribution (MD(0)) and the hydrolysis rate constant (kh) are needed.The firstwasobtainedusingagarosegelelectrophoresis followed by densitometric analyses, by which we determined the evolution of the full molar-mass distribution during hydro- lysis. The rate constant was experimentally obtained by two independent techniques. Kinetic plots were obtained from both the number- and the weight-average molar mass (Mn and Mw, respectively), converted to degrees of polymerization (Nn and Nw, respectively),andfromthese,khvaluesforHAhydrolysiswerederived.Forconfirmation,khwasalsodeterminedfromtheevolution oftheconcentrationofreducingchainends.Experimentallydeterminedkhvalueswereusedasinputforthemodel,andtheevolution of MD during hydrolysis was simulated for various hypothetical MD(0) functions as well as for an experimentally determined MD(0) curve.Agreementbetweenexperimentalandsimulatedresultsdemonstratedconsistencyofthemodelandindicatesthatacidhydrolysisof hyaluronan can indeed be considered a random scission process. We show that for cases where the initial molar mass distribution is notoftheKuhn-type—whichisoftenthecase—thevalueforthekhdeterminedfromtheevolutionofMnismoreaccuratethanthat obtained from Mw.
- Published
- 2011