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Topological effect in ring polymers investigated with Monte Carlo simulation

机译:蒙特卡罗模拟研究环状聚合物的拓扑效应

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We studied equilibrium conformations of ring polymers in the melt over the wide range of segment number up to 1000 by the Monte Carlo simulations and the bond fluctuation model, and estimated Flory's scaling exponent nu. The radial distribution function of segments for the ring polymers in the melt is obtained. We have found that nu for ring polymers is decreased with increasing segment number N, and nu goes down to 0.365 when N reaches 1000, whose value is apparently smaller than the theoretically predicted one, i.e., 2/5. Those values are in contrast to the well established nu value of 0.5 for linear polymers in the melt. This is because ring polymer chains in the melt are squeezed both by their own topological effect and the compression effect by the neighboring ring polymer coils which are also squeezed at bulk state. The difference in our result and the theory may be due to the fact that the estimation of topological entropy loss was ignored in the theoretical prediction, while it has been taken into consideration in the present study. If polymer coils repel each other in melt at N ->infinity, we have the limiting nu value of 1/3, so we conclude that nu is in the range of 1/3 <=nu 0.365 when the molecular weight of a ring polymer is high enough. (c) 2008 American Institute of Physics.
机译:我们通过Monte Carlo模拟和键涨落模型研究了熔体中环状聚合物在高达1000的链段范围内的平衡构象,并估计了Flory的标度指数nu。获得了用于熔体中的环状聚合物的链段的径向分布函数。我们发现,环状聚合物的nu随着链段数N的增加而降低,当N达到1000时nu降至0.365,其值显然小于理论预测值,即2/5。这些值与熔体中线性聚合物公认的nu值为0.5相反。这是因为熔体中的环状聚合物链由于其自身的拓扑效应和相邻的环状聚合物线圈的压缩效应而受到挤压,相邻的环状聚合物线圈也以本体状态被挤压。我们的结果与理论的差异可能是由于在理论预测中忽略了拓扑熵损失的估计,而在本研究中已将其考虑在内。如果聚合物线圈在N->无限远处在熔体中相互排斥,则极限nu值为1/3,因此我们得出结论,当a的分子量为nu时,nu在1/3 <= nu 0.365范围内环聚合物足够高。 (c)2008年美国物理研究所。

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