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通过非平衡蒙特卡洛模拟研究振荡剪切流下聚合物刷的流变学。

Rheology of polymer brush under oscillatory shear flow studied by nonequilibrium Monte Carlo simulation.

作者信息

Ji Shichen, Ding Jiandong

机构信息

Key Laboratory of Molecular Engineering of Polymers, Department of Macromolecular Science, Fudan University, Shanghai 200433, China.

出版信息

J Chem Phys. 2005 Oct 8;123(14):144904. doi: 10.1063/1.2018630.

Abstract

The rheological behaviors of polymer brush under oscillatory shear flow were investigated by nonequilibrium Monte Carlo simulation. The grafted chain under oscillatory shear flow exhibited a waggling behavior like a flower, and the segments were found to have different oscillatory phases along the chain contour. Stress tensor was further obtained based on the statistics of sampled configuration distribution functions. The simulation reproduced the abrupt increase of the first normal stress difference N(1) with the flow velocity over a critical value, as observed in the experiment of Klein et al. [Nature (London) 352, 143 (1991)]. However, our simulation did not reproduce the brush thickening with shear velocity increased, which was suggested to be responsible for the abrupt increase of N(1) in the above-mentioned paper. This simulation demonstrates that the increase of normal stress might be an inherent behavior of polymer brush due to chain deformation under flow.

摘要

通过非平衡蒙特卡罗模拟研究了聚合物刷在振荡剪切流作用下的流变行为。接枝链在振荡剪切流作用下表现出类似花朵摆动的行为,并且发现链段沿链轮廓具有不同的振荡相位。基于采样构型分布函数的统计进一步获得了应力张量。该模拟重现了如Klein等人[《自然》(伦敦)352, 143 (1991)]实验中所观察到的,第一法向应力差N(1)随流速超过临界值而突然增加的现象。然而,我们的模拟没有重现随着剪切速度增加刷子变厚的现象,上述论文认为这一现象是导致N(1)突然增加的原因。该模拟表明,法向应力的增加可能是聚合物刷在流动下链变形的固有行为。

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