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二级相互作用能最小值对胶体聚集早期阶段的影响。

Influence of the Secondary Interaction Energy Minimum on the Early Stages of Colloidal Aggregation.

作者信息

Behrens Sven Holger, Borkovec Michal

机构信息

The James Franck Institute, University of Chicago, 5640 South Ellis Avenue, Chicago, Ilinois, 60637

出版信息

J Colloid Interface Sci. 2000 May 15;225(2):460-465. doi: 10.1006/jcis.2000.6780.

Abstract

The pair interaction energy of charged colloidal particles in electrolyte solutions can exhibit a large barrier as well as a pronounced secondary minimum. We discuss the effect of a secondary energy minimum on aggregation kinetics by modeling irreversible dimer formation as a two-step process in which charged colloidal particles in electrolyte solutions first aggregate reversibly into the secondary minimum before they can cross the energy barrier. In the classical regime of slow aggregation, the secondary minimum is seen to have a pronounced effect if either the ionic strength of the solution is high (e.g., 0.1 M for particles of 150-nm radius) or particles are large (>/=350-nm radius for an ionic strength of 0.01 M). Under these conditions, our calculations predict a transient period of fast aggregation into the secondary minimum followed by slow primary aggregation. The aggregation in this second regime is found to take place at a lower rate than what would be expected in the absence of the secondary minimum or from an earlier linearized model for secondary aggregation. The crossover time between the two regimes strongly depends on the particle size but not on the particle concentration, which however determines the degree of aggregation reached within the fast regime. We also conclude that a previously observed severe discrepancy between measured and predicted aggregation rate constants for submicron particles is not due to the neglect of secondary aggregation in the theoretical treatment. Copyright 2000 Academic Press.

摘要

电解质溶液中带电胶体颗粒的对相互作用能可呈现出一个大的势垒以及一个明显的次级最小值。我们通过将不可逆二聚体形成建模为一个两步过程来讨论次级能量最小值对聚集动力学的影响,在这个过程中,电解质溶液中的带电胶体颗粒首先可逆地聚集到次级最小值中,然后才能跨越能量势垒。在缓慢聚集的经典区域中,如果溶液的离子强度较高(例如,对于半径为150纳米的颗粒为0.1 M)或者颗粒较大(对于离子强度为0.01 M时半径大于或等于350纳米),则可以看到次级最小值有显著影响。在这些条件下,我们的计算预测会有一个快速聚集到次级最小值的瞬态期,随后是缓慢的初级聚集。发现在这种第二种情况下的聚集速率比在没有次级最小值时或从早期的次级聚集线性化模型所预期的速率要低。两种情况之间的交叉时间强烈依赖于颗粒大小,但不依赖于颗粒浓度,不过颗粒浓度决定了在快速阶段达到的聚集程度。我们还得出结论,之前观察到的亚微米颗粒测量和预测聚集速率常数之间的严重差异并非由于理论处理中忽略了次级聚集。版权所有2000年学术出版社。

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