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arXiv 0801.3474cond-mat.softcond-mat.mtrl-sci
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环状和线型聚合物二元共混体系的自扩散

Self-diffusion in binary blends of cyclic and linear polymers

Sachin Shanbhag

摘要:

一个晶格模型被用来估计缠结的环状和线性聚合物的自扩散在不同的组成的共混物。为了解释模拟结果,我们提出了一个极小模型的基础上的物理思想,渗透线性链施加在环状聚合物上的约束必须被释放,才可以扩散超过一个回转半径。模拟和最近报道的关于缠结DNA溶液的实验数据都支持在广泛的混合物组成、浓度和分子量范围内的简单模型。

英文摘要:

A lattice model is used to estimate the self-diffusivity of entangled cyclic and linear polymers in blends of varying compositions. To interpret simulation results, we suggest a minimal model based on the physical idea that constraints imposed on a cyclic polymer by infiltrating linear chains have to be released, before it can diffuse beyond a radius of gyration. Both, the simulation, and recently reported experimental data on entangled DNA solutions support the simple model over a wide range of blend compositions, concentrations, and molecular weights.

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