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星形/线性聚合物混合物中的渗透收缩

Osmotic shrinkage in star/linear polymer mixtures.

作者信息

Wilk A, Huissmann S, Stiakakis E, Kohlbrecher J, Vlassopoulos D, Likos C N, Meier G, Dhont J K G, Petekidis G, Vavrin R

机构信息

Laboratory for Neutron Scattering, ETH Zurich & Paul Scherrer Institut, Villigen PSI, Switzerland.

出版信息

Eur Phys J E Soft Matter. 2010 Jun;32(2):127-34. doi: 10.1140/epje/i2010-10607-2. Epub 2010 Jul 2.

Abstract

Multiarm star polymers were used as model grafted colloidal particles with long hairs, to study their size variation due to osmotic forces arising from added linear homopolymers of smaller size. This is the origin of the depletion phenomenon that has been exploited in the past as a means to melt soft colloidal glasses by adding linear chains and analyzed using dynamic light scattering experiments and an effective interactions analysis yielding the depletion potential. Shrinkage is a generic phenomenon for hairy particles, which affects macroscopic properties and state transitions at high concentrations. In this work we present a small-angle neutron scattering study of star/linear polymer mixtures with different size ratios (varying the linear polymer molar mass) and confirm the depletion picture, i.e., osmotic star shrinkage. Moreover, we find that as the linear/star polymer size ratio increases for the same effective linear volume fraction (c/c* with c* the overlapping concentration), the star shrinkage is reduced whereas the onset of shrinkage appears to take place at higher linear polymer volume fractions. A theoretical description of the force balance on a star polymer in solution, accounting for the classic Flory contributions, i.e. elastic and excluded volume, as well as the osmotic force due to the linear chains, accurately predicts the experimental findings of reduced star size as a function of linear polymer concentration. This is done in a parameter-free fashion, in which the size of the cavity created by the star, and from which the chains are excluded, is related to the radius of the former from first principles.

摘要

多臂星形聚合物被用作具有长链的接枝胶体颗粒模型,以研究由于添加较小尺寸的线性均聚物而产生的渗透力导致的尺寸变化。这就是耗尽现象的起源,过去曾利用这种现象通过添加线性链来熔化软胶体玻璃,并通过动态光散射实验和产生耗尽势的有效相互作用分析进行分析。收缩是有链状颗粒的普遍现象,它会影响高浓度下的宏观性质和状态转变。在这项工作中,我们对具有不同尺寸比(改变线性聚合物摩尔质量)的星形/线性聚合物混合物进行了小角中子散射研究,并证实了耗尽情况,即渗透星形收缩。此外,我们发现,对于相同的有效线性体积分数(c/c*,其中c*为重叠浓度),随着线性/星形聚合物尺寸比增加,星形收缩减小,而收缩的起始似乎发生在更高的线性聚合物体积分数下。对溶液中星形聚合物上的力平衡进行理论描述,考虑经典的弗洛里贡献,即弹性和排除体积,以及由于线性链产生的渗透力,准确预测了星形尺寸随线性聚合物浓度降低的实验结果。这是以无参数的方式完成的,其中由星形聚合物形成的、链被排除在外的空腔尺寸,从第一原理出发与前者的半径相关。

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