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结构不对称混合物的弗洛里定理。

Flory theorem for structurally asymmetric mixtures.

作者信息

Sun Frank C, Dobrynin Andrey V, Shirvanyants David, Lee Hyung-Il, Matyjaszewski Krzysztof, Rubinstein Gregory J, Rubinstein Michael, Sheiko Sergei S

机构信息

Department of Chemistry, University of North Carolina at Chapel Hill, North Carolina 27599-3290, USA.

出版信息

Phys Rev Lett. 2007 Sep 28;99(13):137801. doi: 10.1103/PhysRevLett.99.137801. Epub 2007 Sep 24.

Abstract

The generalization of the Flory theorem for structurally asymmetric mixtures was derived and tested by direct visualization of conformational transformations of brushlike macromolecules embedded in a melt of linear chains. Swelling of a brush molecule was shown to be controlled not only by the degree of polymerization (DP) of the surrounding linear chains, N(B), but also by the DP of the brush's side chains, N, which determines the structural asymmetry of the mixed species. The boundaries of the swelling region were established by scaling analysis as N(2) < N (B) < N (A)/N, where N (A) is the degree of polymerization of the brush backbone. Experiment and theory demonstrated good agreement.

摘要

通过直接观察嵌入线性链熔体中的刷状大分子的构象转变,推导出并测试了弗洛里定理对结构不对称混合物的推广。结果表明,刷状分子的溶胀不仅受周围线性链的聚合度(DP)N(B)控制,还受刷状侧链的DP即N控制,N决定了混合物种的结构不对称性。通过标度分析确定了溶胀区域的边界为N(2) < N (B) < N (A)/N,其中N (A)是刷状主链的聚合度。实验与理论结果显示出良好的一致性。

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