The scaling behavior of the second virial coefficient of linear and ring polymer

The scaling behavior of the second virial coefficient of ring polymers at the theta temperature of the corresponding linear polymer (θL) is investigated by off-lattice Monte Carlo simulations. The effects of the solvents are modeled by pairwise inter- action between polymer monomers in this approach...

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Published inScience China. Chemistry Vol. 59; no. 5; pp. 619 - 623
Main Authors Li, Bing, Sun, Zhaoyan, An, Lijia, Wang, Zhen-Gang
Format Journal Article
LanguageEnglish
Published Beijing Science China Press 01.05.2016
Springer Nature B.V
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ISSN1674-7291
1869-1870
DOI10.1007/s11426-015-5531-6

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Summary:The scaling behavior of the second virial coefficient of ring polymers at the theta temperature of the corresponding linear polymer (θL) is investigated by off-lattice Monte Carlo simulations. The effects of the solvents are modeled by pairwise inter- action between polymer monomers in this approach. Using the umbrella sampling, we calculate the effective potential U(r) between two ring polymers as well as the second virial coefficient A2 of ring polymers at θL, which results from a combination of 3-body interactions and topological constraints. The trend in the strength of the effective potential with respect to chain length shows a non-monotonic behavior, differently from that caused only by topological constraints. Our simulation suggests that there are three regimes about the scaling behavior of A2 of ring polymers at θL: 3-body interactions dominating regime, the crossover regime, and the topological constraints dominating regime.
Bibliography:The scaling behavior of the second virial coefficient of ring polymers at the theta temperature of the corresponding linear polymer (θL) is investigated by off-lattice Monte Carlo simulations. The effects of the solvents are modeled by pairwise inter- action between polymer monomers in this approach. Using the umbrella sampling, we calculate the effective potential U(r) between two ring polymers as well as the second virial coefficient A2 of ring polymers at θL, which results from a combination of 3-body interactions and topological constraints. The trend in the strength of the effective potential with respect to chain length shows a non-monotonic behavior, differently from that caused only by topological constraints. Our simulation suggests that there are three regimes about the scaling behavior of A2 of ring polymers at θL: 3-body interactions dominating regime, the crossover regime, and the topological constraints dominating regime.
second virial coefficient, topological constraints, 3-body interactions, theta temperature, scaling behavior
11-5839/O6
ObjectType-Article-1
SourceType-Scholarly Journals-1
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content type line 14
ISSN:1674-7291
1869-1870
DOI:10.1007/s11426-015-5531-6