AN OPTIMIZED UNITED ATOM MODEL FOR SIMULATIONS OF POLYMETHYLENE MELTS

被引:275
作者
PAUL, W
YOON, DY
SMITH, GD
机构
[1] IBM CORP,ALMADEN RES CTR,DIV RES,SAN JOSE,CA 95120
[2] NASA,AMES RES CTR,INST THERMOSCI,MOFFETT FIELD,CA 94035
[3] UNIV MAINZ,INST PHYS,D-55099 MAINZ,GERMANY
关键词
D O I
10.1063/1.469740
中图分类号
O64 [物理化学(理论化学)、化学物理学];
学科分类号
070304 ; 081704 ;
摘要
We present here an optimized united atom model that is able to reproduce properties of melts of n-alkane chains of varying molecular weights. This model differs from previous models in that the Lennard-Jones well depth for the terminal methyl group (0.2264 kcal/mol) differs from that of the methylene units (0.093 kcal/mol). The position of the minimum is at 4.5 Angstrom for both units. Properties of n-C44H90 melts from this model are compared with experiments and those from an explicit atom model. Good agreement with experiment is obtained for static properties of the melt, specifically P-V-T behavior, chain conformations, and x-ray scattering profiles. The large-scale dynamics, as measured by self-diffusion, are found to agree reasonably well with experimental results, being about 30% faster with our best united atom force field. Analysis of the end-to-end vector orientation autocorrelation function in terms of the Rouse model yields a monomer friction coefficient somewhat greater than that determined from the rate of self-diffusion, reflecting the fact that the n-C44H90 chains are not sufficiently long to behave as Gaussian coils. Detailed local chain dynamics for n-C44H90 melts, as measured by the P-1 (t) and P-2(t) orientation autocorrelation functions for C-H vectors, are found to agree reasonably well with results from simulations using an explicit atom model, and yield spin-lattice relaxation times T-1 and nuclear Overhauser enhancement values in reasonable agreement with experimental C-13 NMR measurements. As with large scale dynamics, local dynamics are faster in general (about 20%) than experimental results. (C) 1995 American Institute of Physics.
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页码:1702 / 1709
页数:8
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