Evaluation of Reptation Models for Predicting the Linear Viscoelastic Properties of Entangled Linear Polymers

作者: E. van Ruymbeke , R. Keunings , V. Stéphenne , A. Hagenaars , C. Bailly

DOI: 10.1021/MA011271C

关键词: Molar mass distributionDiffusion (business)ViscoelasticityPolymerMaterials sciencePolymer scienceSize-exclusion chromatographyReptationDispersityThermodynamicsRelaxation (physics)

摘要: The ability of reptation theories to quantitatively predict the linear viscoelastic response polymer melts is systematically tested for various combinations almost monodisperse, bidisperse, and polydisperse polystyrene (PS), high-density polyethylene (PE), polycarbonate (PC) samples. Broad industrial HDPE PC samples have been fractionated according molar weight by preparative methods. experimental master curves dynamic moduli G' G" are compared with predictions obtained from experimentally determined molecular distribution (MWD) (by size exclusion chromatography) help models proposed in literature. We focus on Doi Edwards relaxation function, without fluctuation effects, des Cloizeaux time-dependent diffusion function. These functions combined double reptation. conclude that associated model, gives best results well-entangled polymers, which quantitative agreement data. Indeed, it only model able correctly intermediate region between Rouse relaxation. study influence short chains (slightly longer than critical weight) blends long chains. predicts smaller 4M(e) relax too quickly comparison After a modification also obtained.

参考文章(6)
Masao Doi, Sam F Edwards, The theory of polymer dynamics Oxford University Press. ,(1986)
Evelyne van Ruymbeke, Roland Keunings, Christian Bailly, Determination of the molecular weight distribution of entangled linear polymers from linear viscoelasticity data Journal of Non-newtonian Fluid Mechanics. ,vol. 105, pp. 153- 175 ,(2002) , 10.1016/S0377-0257(02)00080-0
John H. Aklonis, Mitchel Shen, William J. MacKnight, Warren P. Mason, Introduction to polymer viscoelasticity ,(1983)