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柔性聚电解质在球形腔体内的受限自由能。

Confinement free energy of flexible polyelectrolytes in spherical cavities.

作者信息

Kumar Rajeev, Muthukumar M

机构信息

Department of Polymer Science and Engineering, Materials Research Science and Engineering Center, University of Massachusetts-Amherst, MA 01003, USA.

出版信息

J Chem Phys. 2008 May 14;128(18):184902. doi: 10.1063/1.2917354.

Abstract

A weakly charged flexible polyelectrolyte chain in a neutral spherical cavity is analyzed by using self-consistent field theory within an explicit solvent model. Assuming the radial symmetry for the system, it is found that the confinement of the chain leads to creation of a charge density wave along with the development of a potential difference across the center of cavity and the surface. We show that the solvent entropy plays an important role in the free energy of the confined system. For a given radius of the spherical cavity and fixed charge density along the backbone of the chain, solvent and small ion entropies dominate over all other contributions when chain lengths are small. However, with the increase in chain length, chain conformational entropy and polymer-solvent interaction energy also become important. Our calculations reveal that energy due to electrostatic interactions plays a minor role in the free energy. Furthermore, we show that the total free energy under spherical confinement is not extensive in the number of monomers. Results for the osmotic pressure and mean activity coefficient for monovalent salt are presented. We demonstrate that fluctuations at one-loop level lower the free energy and corrections to the osmotic pressure and mean activity coefficient of the salt are discussed. Finite size corrections are shown to widen the range of validity of the fluctuation analysis.

摘要

在一个明确的溶剂模型中,利用自洽场理论分析了处于中性球腔中的弱带电柔性聚电解质链。假设系统具有径向对称性,发现链的受限会导致电荷密度波的产生,同时在腔中心和表面之间会产生电势差。我们表明,溶剂熵在受限系统的自由能中起着重要作用。对于给定的球腔半径和沿链主链固定的电荷密度,当链长较小时,溶剂和小离子熵在所有其他贡献中占主导地位。然而,随着链长的增加,链构象熵和聚合物 - 溶剂相互作用能也变得重要。我们的计算表明,静电相互作用产生的能量在自由能中起次要作用。此外,我们表明球对称限域下的总自由能在单体数量上不具有广延性。给出了单价盐的渗透压和平均活度系数的结果。我们证明了单圈水平的涨落会降低自由能,并讨论了对盐的渗透压和平均活度系数的修正。有限尺寸修正表明拓宽了涨落分析的有效范围。

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