6533b855fe1ef96bd12afd2b
RESEARCH PRODUCT
The intermediate coherent scattering function of entangled polymer melts: a Monte Carlo test of des Cloizeaux' theory
Kurt BinderJ. WittmerWolfgang Paulsubject
chemistry.chemical_classificationPhysics and Astronomy (miscellaneous)ScatteringMonte Carlo methodCrossoverGeneral EngineeringPolymerFunction (mathematics)Atomic and Molecular Physics and OpticsCondensed Matter::Soft Condensed MatterMonte carlo testReptationchemistryStatistical physicsLimit (mathematics)description
Using the bond fluctuation model for flexible polymer chains in a dense melt the intermediate coherent scattering function for chains containing N=200 monomers is calculated and interpreted in terms of a recent theory of des Cloizeaux. The theory yields an explicit description for the crossover from the Rouse model to the regime where reptation prevails, for the limit N→∞. While the Monte Carlo data are qualitatively compatible with this description, an accurate estimation of the tube diameter is prevented due to the onset of a diffusive decay of the scattering function, not included in the theory. For a full quantitative analysis of the Monte Carlo data (as well as of experiments on chains with not extremely large molecular weight) an extension of the theory for finite N would be required
year | journal | country | edition | language |
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1994-05-01 | Journal de Physique II |