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介观软颗粒的结构形成

Structure formation from mesoscopic soft particles.

作者信息

Fernández-Nieves A, van Duijneveldt J S, Fernández-Barbero A, Vincent B, de las Nieves F J

机构信息

Group of Complex Fluids Physics, Department of Applied Physics, University of Almería, 04120 Almería, Spain.

出版信息

Phys Rev E Stat Nonlin Soft Matter Phys. 2001 Nov;64(5 Pt 1):051603. doi: 10.1103/PhysRevE.64.051603. Epub 2001 Oct 22.

Abstract

In this work, the aggregation of mesoscopic gel particles (soft colloids) has been experimentally investigated. The interaction between particles was controlled through the addition of salt, above the critical coagulation concentration, resulting in aggregation with finite bond energies. Attention has been paid to the structure of the clusters formed in the process as well as to the aggregation kinetics. The results indicate that the clusters are fractal and the kinetics of aggregation can be described through the dynamic scaling solution of the Smoluchowski equation. As the energy minimum increases in depth the resultant clusters pass from a very compact structure to typical diffusion-limited cluster aggregation (DLCA) fractal dimension values. In addition, the kinetics of growth change from those observed in reaction controlled aggregation to DLCA. These results can be explained within the framework of a reversible growth model, arising from the fact that aggregation takes place in an energy minimum of restricted depth. Moreover, they show that structure and kinetics decouple for such a soft sphere system, in contrast to what is encountered for DLCA and reaction-limited processes. Finally, an unexpected return to a reaction controlled aggregation kinetics was observed for sufficiently deep energy minima, which could be due to the polymerlike particularities of the soft particles considered in this work.

摘要

在这项工作中,对介观凝胶颗粒(软胶体)的聚集进行了实验研究。通过添加高于临界凝聚浓度的盐来控制颗粒之间的相互作用,从而导致具有有限键能的聚集。研究重点关注了该过程中形成的聚集体结构以及聚集动力学。结果表明,聚集体具有分形结构,并且聚集动力学可以通过斯莫卢霍夫斯基方程的动态标度解来描述。随着能量最小值深度的增加,所得聚集体从非常致密的结构转变为典型的扩散限制聚集(DLCA)分形维数值。此外,生长动力学从反应控制聚集中观察到的情况转变为DLCA。这些结果可以在一个可逆生长模型的框架内得到解释,这是由于聚集发生在有限深度的能量最小值处。而且,与DLCA和反应限制过程不同,它们表明对于这样的软球系统,结构和动力学是解耦的。最后,对于足够深的能量最小值,观察到了意外地回到反应控制聚集动力学的情况,这可能是由于这项工作中所考虑的软颗粒具有类似聚合物的特性。

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