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添加阴离子表面活性剂作为乳化剂制备的小粒径范围聚苯乙烯胶乳中的初级电黏效应。不同离子大小的季铵抗衡离子浓度增加的影响以及胶乳和胶乳 - 电解质混合物的稳定性特征。

The Primary Electroviscous Effect in Polystyrene Latices of Small Particle Size Range Prepared with the Addition of Anionic Surfactant as Emulsifier. Effect of Increasing Concentrations of Quaternary Ammonium Counterions of Different Ionic Sizes and Stability Characteristic of the Latices and the Latex-Electrolyte Mixtures.

作者信息

Ali SA, Sengupta M

机构信息

Department of Pure Chemistry, University College of Science, 92 Acharya Prafulla Chandra Road, Calcutta, 700009, India

出版信息

J Colloid Interface Sci. 1998 Aug 15;204(2):219-26. doi: 10.1006/jcis.1998.5421.

Abstract

Polystyrene latices were prepared by the emulsion polymerization method using hydrogen peroxide as an initiator and sodium dodecyl sulfate as the emulsifying agent. Latices of different particle sizes were prepared by the seeded growth technique. The particle size and its frequency distribution were determined by electron microscope. The viscosities and electrophoretic mobilities of the latex and latex:added electrolyte mixtures were measured in the presence of gradually increasing concentrations of quaternary ammonium counterions of different ionic sizes. The zeta-potentials were calculated by the computational method of Wiersema-Loeb- Overbeek (WLO); the surface charge densities sigma were calculated by the method of Loeb-Wiersema-Overbeek (LWO). The primary electroviscous effects were calculated by using the Booth equation. The free energies of adsorption Delta&Gmacr;ads of the counterions on the particle surface were calculated. The stability characteristic of the latices and latex-added electrolyte mixtures has been studied on the basis of the DLVO theory. Copyright 1998 Academic Press.

摘要

采用乳液聚合法,以过氧化氢为引发剂、十二烷基硫酸钠为乳化剂制备聚苯乙烯胶乳。通过种子生长技术制备了不同粒径的胶乳。用电子显微镜测定粒径及其频率分布。在不同离子尺寸的季铵抗衡离子浓度逐渐增加的情况下,测量胶乳以及胶乳与添加电解质混合物的粘度和电泳迁移率。采用Wiersema-Loeb-Overbeek(WLO)计算方法计算ζ电位;采用Loeb-Wiersema-Overbeek(LWO)方法计算表面电荷密度σ。利用Booth方程计算初级电粘效应。计算抗衡离子在颗粒表面的吸附自由能ΔGads。基于DLVO理论研究了胶乳以及添加电解质的胶乳混合物的稳定性特征。版权所有1998年,学术出版社。

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