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短程吸引胶体模型中聚团生长和动力学减速的途径。

Pathways of cluster growth and kinetic slowing down in a model of short-range attractive colloids.

机构信息

Department of Physics, Lehigh University, Bethlehem, Pennsylvania 18015, USA.

出版信息

Langmuir. 2011 Sep 20;27(18):11401-8. doi: 10.1021/la202464g. Epub 2011 Aug 17.

Abstract

We present the results of an extensive 3D Brownian dynamics simulation of the self-assembly of colloidal particles for a short-range attractive model that is quenched below its metastable critical point. In particular, results are obtained in the small-volume-fraction, low-temperature region in which we find so-called sticky beads that diffuse around the system, without reaching a final large cluster on the timescale of our simulation. For larger volume fractions in this low-temperature regime, a gel forms as the result of kinetically slowed down spinodal decomposition, as shown earlier for other short-range attractive models (Foffi, G.; De Michele, C.; Sciortino, F.; Tartaglia, P. Phys. Rev. Lett. 2005, 94, 078301. Zaccarelli, E. J. Phys.: Condens. Matter 2007, 19, 323101). We also show that for quenches below the critical point but above the intersection of the binodal with the glass line, two-step crystallization takes place. For sufficiently small volume fractions, the first step is the nucleation of dense fluid drops, followed by the second step of crystallization within these drops, as first proposed for a model of protein crystallization for quenches just above the metastable critical point (ten Wolde, P. R.; Frenkel, D. Science 1997, 277, 1975). For larger values of the volume fraction, the initial step is spinodal decomposition that leads to the formation of an interconnected network of low- and high-density fluids. The second step is crystallization that takes place within the dense fluid phase.

摘要

我们展示了胶体粒子自组装的广泛 3D 布朗动力学模拟结果,该模拟针对的是低于亚稳临界温度的短程吸引力模型。特别是,我们在小体积分数、低温区域获得了结果,在该区域中,我们发现了所谓的粘性珠体,它们在系统周围扩散,而在我们的模拟时间尺度内不会到达最终的大团簇。在该低温区域中较大的体积分数下,由于动力学减慢的旋节线分解,凝胶会形成,如之前对于其他短程吸引力模型所示(Foffi,G.;De Michele,C.;Sciortino,F.;Tartaglia,P. Phys. Rev. Lett. 2005,94,078301. Zaccarelli,E. J. Phys.:Condens. Matter 2007,19,323101)。我们还表明,对于低于临界点但高于双节线与玻璃线交点的淬火,会发生两步结晶。对于足够小的体积分数,第一步是密集流体滴的成核,随后是这些滴内的结晶第二步,这是首次针对刚刚高于亚稳临界点的蛋白质结晶模型提出的(ten Wolde,P. R.;Frenkel,D. Science 1997,277,1975)。对于较大的体积分数值,初始步骤是旋节线分解,导致低和高密度流体的互联网络形成。第二步是在密集流体相中发生的结晶。

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