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Theoretical modelling of self assembly of zwitterionic surfactants at the silica/water interface

机译:两性离子表面活性剂在二氧化硅/水界面自组装的理论模型

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A theoretical description of surfactant adsorption based on the model of the adsorbed phase being a mixture of single monomers and spherical and globular aggregates of different sizes has been developed. The assumed aggregate shapes were such that the cross-section of each aggregate parallel to the adsorbent surface was a circle with a radius depending on the aggregation number. The aggregates were allowed to move along the surface and all the lateral interactions between them were neglected except the "excluded area" ones. With such assumptions the adsorbed phase could be considered as a 2D fluid of hard disks of various dimensions being under the influence of the potential field due to the adsorbent. Using the scaled particle theory (SPT), the expressions for adsorption isotherm and heat of adsorption were derived and next fitted to the experimental data for three zwitterionic surfactants adsorbed on hydrophilic silica. The detailed expression for the chemical potential of transfer of a surfactant molecule from the bulk phase to the surface aggregate proposed by Nagarajan and co-workers [E. Nagarajan, E. Ruckenstein, Langmuir 7 (1991) 2934; R.A. Johnson, R. Nagarajan, Colloids Surf. A 167 (2000) 21; R.A. Johnson, R. Nagarajan, Colloids Surf. A 167 (2000) 31] was incorporated into the model. On the basis of the obtained results the effect of the surfactant-surfactant and solid-surfactant interactions on the organisation of surfactant molecules at the solid-liquid interface is discussed. (c) 2005 Elsevier B.V. All rights reserved.
机译:已经开发了基于吸附相模型的表面活性剂吸附的理论描述,该吸附相是单一单体与不同尺寸的球形和球形聚集体的混合物。假定的聚集体形状使得平行于吸附剂表面的每个聚集体的横截面为半径取决于聚集体数目的圆形。允许聚集体沿表面移动,除了“排除区域”之外,忽略了它们之间的所有横向相互作用。在这样的假设下,被吸附相可以被认为是各种尺寸的硬盘的二维流体,该二维流体由于吸附剂而受到势场的影响。利用标度粒子理论(SPT),推导了吸附等温线和吸附热的表达式,然后将其与三种吸附在亲水性二氧化硅上的两性离子表面活性剂的实验数据进行拟合。 Nagarajan和同事提出的表面活性剂分子从本体相转移到表面聚集体的化学势的详细表达[E. Nagarajan,E.Ruckenstein,Langmuir 7(1991)2934; R.A.约翰逊,R。Nagarajan,胶体冲浪。 A 167(2000)21; R.A.约翰逊,R。Nagarajan,胶体冲浪。 167(2000)31]被纳入模型。基于获得的结果,讨论了表面活性剂-表面活性剂和固体-表面活性剂相互作用对表面活性剂分子在固液界面处的组织的影响。 (c)2005 Elsevier B.V.保留所有权利。

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