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在重力影响下的斑片状胶体凝胶。

Patchy colloidal gels under the influence of gravity.

作者信息

Gallegos Javier A S, Martínez-Rivera Jaime, Valadez-Pérez Néstor E, Castañeda-Priego Ramón

机构信息

División de Ciencias e Ingenierías, Campus León, Universidad de Guanajuato, 37150 León, Guanajuato, Mexico.

Facultad de Ciencias en Física y Matemáticas, Universidad Autónoma de Chiapas, 29050 Tuxtla Gutiérrez, Chiapas, Mexico.

出版信息

J Chem Phys. 2023 Mar 21;158(11):114907. doi: 10.1063/5.0130796.

Abstract

In this contribution, gravitational effects in gel-forming patchy colloidal systems are studied. We focus on how the gel structure is modified by gravity. Through Monte Carlo computer simulations of gel-like states recently identified by the rigidity percolation criterion [J. A. S. Gallegos et al., Phys. Rev. E 104, 064606 (2021)], the influence of the gravitational field, characterized by the gravitational Péclet number, Pe, on patchy colloids is studied in terms of the patchy coverage, χ. Our findings point out that there exists a threshold Péclet number, Pe, that depends on χ above which the gravitational field enhances the particle bonding and, in consequence, promotes the aggregation or clustering of particles; the smaller the χ value, the higher the Pe. Interestingly, when χ ∼ 1 (near the isotropic limit), our results are consistent with an experimentally determined threshold Pe value where gravity affects the gel formation in short-range attractive colloids. In addition, our results show that the cluster size distribution and the density profile undergo variations that lead to changes in the percolating cluster, i.e., gravity is able to modify the structure of the gel-like states. These changes have an important impact on the structural rigidity of the patchy colloidal dispersion; the percolating cluster goes from a uniform spatially network to a heterogeneous percolated structure, where an interesting structural scenario emerges, namely, depending on the Pe value, the new heterogeneous gel-like states can coexist with both diluted and dense phases or they simply reach a crystalline-like state. In the isotropic case, the increase in the Pe number can shift the critical temperature to higher temperatures; however, when Pe > 0.01, the binodal disappears and the particles fully sediment at the bottom of the sample cell. Furthermore, gravity moves the rigidity percolation threshold to lower densities. Finally, we also note that within the values of the Péclet number here explored, the cluster morphology is barely altered.

摘要

在本论文中,研究了凝胶状补丁胶体系统中的引力效应。我们关注引力如何改变凝胶结构。通过对最近由刚性渗流准则确定的类凝胶态进行蒙特卡罗计算机模拟[J. A. S. Gallegos等人,《物理评论E》104, 064606 (2021)],从补丁覆盖率χ的角度研究了以引力佩克莱数Pe为特征的引力场对补丁胶体的影响。我们的研究结果指出,存在一个取决于χ的阈值佩克莱数Pe,高于该值时,引力场会增强粒子键合,从而促进粒子的聚集或聚类;χ值越小,Pe越高。有趣的是,当χ ∼ 1(接近各向同性极限)时,我们的结果与实验确定的阈值Pe值一致,在该值下引力会影响短程吸引胶体中的凝胶形成。此外,我们的结果表明,团簇尺寸分布和密度分布会发生变化,从而导致渗流团簇发生变化,即引力能够改变类凝胶态的结构。这些变化对补丁胶体分散体的结构刚性有重要影响;渗流团簇从均匀的空间网络转变为非均匀的渗流结构,在此出现了一个有趣的结构情形,即根据Pe值,新的非均匀类凝胶态可以与稀释相和致密相共存,或者它们简单地达到类晶态。在各向同性情况下,Pe数的增加会将临界温度转移到更高温度;然而,当Pe > 0.01时,双节线消失,粒子完全沉积在样品池底部。此外,引力将刚性渗流阈值转移到更低密度。最后,我们还注意到,在本文探索的佩克莱数范围内,团簇形态几乎没有改变。

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