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聚合物结晶中链折叠的动力学机制。

Kinetic mechanism of chain folding in polymer crystallization.

作者信息

Stepanow S

机构信息

Martin-Luther-Universität Halle-Wittenberg, Institut für Physik, D-06099 Halle, Germany.

出版信息

Phys Rev E Stat Nonlin Soft Matter Phys. 2014 Sep;90(3):032601. doi: 10.1103/PhysRevE.90.032601. Epub 2014 Sep 8.

Abstract

I develop a kinetic mechanism to explain chain folding in polymer crystallization which is based on the competition between the formation of stems, which is due to frequent occupations of trans states along the chains in the supercooled polymer melt, and the random coil structure of the polymer chains. Setting equal the average formation time of stems of length d(l) with the Rouse time of a piece of polymer of the same arc length d(l) yields a lower bound for the thickness of stems and bundles. The estimated lamellar thickness is inversely proportional to the supercooling. The present approach emphasizes the importance of repulsive interactions in polymer crystallization, which are expected to be responsible for the logarithmic lamellar thickening and the increase of lamellar thickness with pressure. An expression for the growth rate for formation and deposition of stems is derived by considering the growth as a dynamic multistage process.

摘要

我建立了一种动力学机制来解释聚合物结晶中的链折叠,该机制基于茎的形成之间的竞争,茎的形成是由于在过冷聚合物熔体中链上频繁占据反式构象,以及聚合物链的无规线团结构。将长度为d(l)的茎的平均形成时间与相同弧长d(l)的一段聚合物的Rouse时间相等,可得出茎和束厚度的下限。估计的片晶厚度与过冷度成反比。本方法强调了聚合物结晶中排斥相互作用的重要性,预计这些相互作用是对数片晶增厚和片晶厚度随压力增加的原因。通过将生长视为一个动态多阶段过程,推导出了茎的形成和沉积的生长速率表达式。

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