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arXiv 0801.3318cond-mat.soft
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带电端基Polymer刷的界面不稳定性

Interfacial Instability of Charged End-Group Polymer Brushes

Yoav Tsori, David Andelman, Jean-François Joanny

摘要:

我们考虑一个聚合物刷接枝到一个表面(作为一个电极),并在其自由端承载一个带电基团。使用第二个远距离电极,刷子受到恒定电场的作用。基于一个粗粒度的连续介质模型,我们计算了刷的平均高度,发现刷可以拉伸或压缩取决于所施加的电场和电荷端基。我们进一步研究了平坦聚合物刷的波动模式,发现静电能量与波动波数$q$成线性比例。与表面张力的竞争,缩放为$q^2$,倾向于稳定具有明确定义的波长的聚合物刷的横向$q$模式。该波长取决于刷子高度、表面分离和若干系统参数。

英文摘要:

We consider a polymer brush grafted to a surface (acting as an electrode) and bearing a charged group at its free end. Using a second distant electrode, the brush is subject to a constant electric field. Based on a coarse-grained continuum model, we calculate the average brush height and find that the brush can stretch or compress depending on the applied field and charge end-group. We further look at an undulation mode of the flat polymer brush and find that the electrostatic energy scales linearly with the undulation wavenumber, $q$. Competition with surface tension, scaling as $q^2$, tends to stabilize a lateral $q$-mode of the polymer brush with a well-defined wavelength. This wavelength depends on the brush height, surface separation, and several system parameters.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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