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胶束生长的分析建模。4. 离子型表面活性剂蠕虫状胶束的分子热力学:理论与实验的对比。

Analytical modeling of micelle growth. 4. Molecular thermodynamics of wormlike micelles from ionic surfactants: Theory vs. experiment.

机构信息

Department of Chemical and Pharmaceutical Engineering, Faculty of Chemistry and Pharmacy, Sofia University, Sofia 1164, Bulgaria.

Department of Chemical and Pharmaceutical Engineering, Faculty of Chemistry and Pharmacy, Sofia University, Sofia 1164, Bulgaria.

出版信息

J Colloid Interface Sci. 2021 Feb 15;584:561-581. doi: 10.1016/j.jcis.2020.10.004. Epub 2020 Oct 13.

Abstract

HYPOTHESES

The aggregation number and length of spherocylindrical (rodlike, wormlike) micelles in solutions of an ionic surfactant and salt can be predicted knowing the molecular parameters and the input concentrations of the species. This can be achieved by upgrading the quantitative molecular thermodynamic model from the previous parts of this series with an expression for the electrostatic component of micelle scission energy that is the excess free energy of the spherical endcaps with respect to the cylindrical part of the micelle.

THEORY

The thermodynamics of micellization is extended to the case of multicomponent system, which may contain several surfactants (both ionic and nonionic) and salts, taking into account the effect of counterion binding in the Stern layer on the micellar surface. Furthermore, the considerations are focused on a system that consists of single ionic surfactant plus salt.

FINDINGS

Excellent agreement was achieved between the theoretical model and experimental data for wormlike micelles from anionic and cationic surfactants at various concentrations of salt and temperatures. In accord with the experimental observations, at high salt concentrations, the model predicts loss of chemical equilibrium between the endcaps and cylindrical part of the wormlike micelles, which implies transition to self-assemblies of other, e.g. branched, morphology or the onset of crystallization and phase separation.

摘要

假设

在离子表面活性剂和盐的溶液中,球形圆柱形(棒状,蠕虫状)胶束的聚集数和长度可以通过了解分子参数和物种的输入浓度来预测。通过在前几部分的定量分子热力学模型中升级,用胶束断裂能的静电分量的表达式来实现这一点,该表达式是胶束的球形端帽相对于胶束的圆柱形部分的过剩自由能。

理论

将胶束化热力学扩展到多组分系统的情况,该系统可以包含几种表面活性剂(离子和非离子)和盐,同时考虑到斯特恩层中抗衡离子结合对胶束表面的影响。此外,这些考虑集中在由单一离子表面活性剂加盐组成的系统上。

发现

在各种盐浓度和温度下,阴离子和阳离子表面活性剂的蠕虫状胶束的理论模型与实验数据之间都达到了极好的一致性。与实验观察一致,在高盐浓度下,该模型预测了蠕虫状胶束的端帽和圆柱形部分之间的化学平衡的丧失,这意味着向其他形态(例如支化)的自组装或结晶和相分离的开始过渡。

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