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斑片状胶体:现状与展望。

Patchy colloids: state of the art and perspectives.

机构信息

Institut für Theoretische Physik, Technische Universität Wien, Wiedner Hauptstraße 8-10, A-1040 Vienna, Austria.

出版信息

Phys Chem Chem Phys. 2011 Apr 14;13(14):6397-410. doi: 10.1039/c0cp02296a. Epub 2011 Feb 18.

DOI:10.1039/c0cp02296a
PMID:21331432
Abstract

Recently, an increasing experimental effort has been devoted to the synthesis of complex colloidal particles with chemically or physically patterned surfaces and possible specific shapes that are far from spherical. These new colloidal particles with anisotropic interactions are commonly named patchy particles. In this Perspective article, we focus on patchy systems characterized by spherical neutral particles with patchy surfaces. We summarize most of the patchy particle models that have been developed so far and describe how their basic features are connected to the physical systems they are meant to investigate. Patchy models consider particles as hard or soft spheres carrying a finite and small number of attractive sites arranged in precise geometries on the particle's surface. The anisotropy of the interaction and the limited valence in bonding are the salient features determining the collective behavior of such systems. By tuning the number, the interaction parameters and the local arrangements of the patches, it is possible to investigate a wide range of physical phenomena, from different self-assembly processes of proteins, polymers and patchy colloids to the dynamical arrest of gel-like structures. We also draw attention to charged patchy systems: colloidal patchy particles as well as proteins are likely charged, hence the description of the presence of heterogeneously distributed charges on the particle surface is a promising perspective for future investigations.

摘要

最近,人们越来越多地致力于合成具有化学或物理图案表面和可能的特定形状的复杂胶体粒子,这些形状远非球形。这些具有各向异性相互作用的新型胶体粒子通常被称为有斑点的粒子。在这篇观点文章中,我们关注的是具有斑点表面的球形中性粒子的斑点系统。我们总结了迄今为止开发的大多数有斑点粒子模型,并描述了它们的基本特征如何与它们旨在研究的物理系统联系起来。有斑点模型将粒子视为携带有限且少量的吸引力位点的硬球或软球,这些吸引力位点以精确的几何形状排列在粒子表面上。相互作用的各向异性和结合中的有限价数是决定此类系统集体行为的显著特征。通过调整数量、相互作用参数和斑点的局部排列,可以研究从不同的蛋白质、聚合物和有斑点胶体的自组装过程到凝胶状结构的动力学捕获等广泛的物理现象。我们还提请注意带电的有斑点系统:胶体有斑点粒子以及蛋白质很可能带电,因此,描述粒子表面上不均匀分布的电荷的存在是未来研究的一个有前途的视角。

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