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A QUANTITATIVE THEORY OF LINEAR CHAIN POLYMER DYNAMICS IN THE MELT .2. COMPARISON WITH SIMULATION DATA

机译:熔体中线性链聚合物动力学的定量理论。2。与仿真数据的比较

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Estimates are evaluated for all constants in the theory of polymer dynamics developed in the preceding paper. These theoretical estimates are employed in calculations on the many chain systems simulated previously by Kremer and Grest and by Paul and co-workers. The agreement between the theoretical calculations and the simulations of Kremer and Grest is found to be very good for the bead mean squared displacement, The theoretically evaluated center of mass mean squared displacement is in good qualitative agreement with the Kremer-Grest simulations, although there are quantitative differences. Good qualitative agreement with the simulations of Paul and co-workers is also obtained. It is shown that quantitative agreement can be obtained with modest changes in the theoretical estimates of a few of the constants in the theory. (C) 1996 American Institute of Physics. [References: 17]
机译:对前一论文开发的聚合物动力学理论中所有常数的估计值进行评估。这些理论上的估计被用于先前由Kremer和Grest以及Paul及其同事模拟的许多链系统的计算中。发现Kremer和Grest的理论计算与模拟之间的一致性对于磁珠均方位移非常好。尽管存在以下几点,但理论上评估的质心均方位移与Kremer-Grest模拟具有很好的定性一致性。数量差异。还获得了与Paul及其同事的模拟的良好定性一致性。结果表明,在理论上一些常数的理论估计值发生适度变化的情况下,可以获得定量一致性。 (C)1996年美国物理研究所。 [参考:17]

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