Department of Interfacial Phenomena, Faculty of Chemistry, Maria Curie-Skłodowska University, Maria Curie-Skłodowska Sq. 3, 20-031 Lublin, Poland.
J Colloid Interface Sci. 2010 Sep 1;349(1):374-83. doi: 10.1016/j.jcis.2010.05.062. Epub 2010 May 21.
Measurements of the surface tension of aqueous solutions were carried out at 293K for mixtures of cetyltrimethylammonium bromide (CTAB) with short chain alcohols such as methanol and ethanol, as well as for 1-hexadecylpyridinium bromide (CPyB) with the same alcohols. The concentration of CTAB and CPyB in aqueous solutions was in the range from 10(-5) to 10(-3) M, and methanol and ethanol was in the range from 0 to 21.1M and from 0 to 11.97M, respectively. Moreover, the surface tension of aqueous solution mixtures of cationic surfactants with propanol in the concentration range from 0 to 6.67M was also taken into consideration. The obtained isotherms of the surface tension were compared to those calculated from the Szyszkowski and Connors equations. The constants in these equations were determined by the least squares method. It appeared that they depended on the type of surfactant and alcohol. From comparison of the experimental and theoretical isotherms of the surface tension it is possible, at first approximation, to describe the relationship between the surface tension of aqueous solutions of cationic surfactants with short chain alcohol mixtures as a function of alcohol molar fraction in the bulk phase by the Szyszkowski and Connors equations. Furthermore, changes of the surface tension of aqueous solutions of CTAB and CPyB with alcohol mixtures at each constant concentration of cationic surfactant can be predicted by the Fainerman and Miller equation, if it is possible to determine the molar area of cationic surfactant and alcohol in the mixed monolayer. Based on the surface tension isotherms the Gibbs surface excess concentration of cationic surfactants and alcohols at water-air interface was determined, and in the case of alcohol, this concentration excess was recalculated for that of Guggenheim-Adam. The Guggenheim-Adam surface excess concentration was applied for determination of the real concentration of alcohol in the mixed surface monolayer. The real concentration of cationic surfactant was assumed equal to Gibbs surface excess concentration. For determination of the composition of the surface layer, its proper thickness was assumed. The composition of the surface mixed monolayer was discussed with regard to the standard free energy of cationic surfactant and alcohol adsorption at water-air interface determined in different ways. The standard free energy of adsorption of "pure" cationic surfactants determined from the Langmuir and Aronson and Rosen equations was compared to that deduced on the basis of Cp(20), and the surface tension of the cationic surfactant tail and tail-water interface tension.
在 293K 下,对十六烷基三甲基溴化铵 (CTAB) 与甲醇和乙醇等短链醇的混合物以及 1-十六烷基吡啶溴化盐 (CPyB) 与相同醇的混合物进行了水溶液表面张力的测量。CTAB 和 CPyB 在水溶液中的浓度范围为 10(-5) 至 10(-3) M,甲醇和乙醇的浓度范围分别为 0 至 21.1M 和 0 至 11.97M。此外,还考虑了阳离子表面活性剂与正丙醇在 0 至 6.67M 浓度范围内的水溶液混合物的表面张力。将得到的表面张力等温线与 Szyszkowski 和 Connors 方程计算出的等温线进行了比较。这些方程中的常数通过最小二乘法确定。结果表明,它们取决于表面活性剂和醇的类型。通过比较实验和理论表面张力等温线,可以在一定程度上,根据 Szyszkowski 和 Connors 方程,将阳离子表面活性剂与短链醇混合物的水溶液表面张力作为主体相中醇摩尔分数的函数关系进行描述。此外,如果可以确定阳离子表面活性剂和醇在混合单层中的摩尔面积,则可以通过 Fainerman 和 Miller 方程预测 CTAB 和 CPyB 与醇混合物在每个阳离子表面活性剂恒定浓度下的水溶液表面张力的变化。基于表面张力等温线,确定了阳离子表面活性剂和醇在水-气界面上的吉布斯表面过剩浓度,并且在醇的情况下,将这种浓度过剩重新计算为 Guggenheim-Adam。Guggenheim-Adam 表面过剩浓度用于确定混合表面单层中醇的实际浓度。假设阳离子表面活性剂的真实浓度等于吉布斯表面过剩浓度。为了确定表面层的组成,假设了其适当的厚度。讨论了表面混合单层的组成,考虑了以不同方式确定的阳离子表面活性剂和醇在水-气界面上的标准自由能吸附。从 Langmuir 和 Aronson 和 Rosen 方程确定的“纯”阳离子表面活性剂的标准吸附自由能与基于 Cp(20) 推断的标准吸附自由能进行了比较,并与阳离子表面活性剂尾部和尾部-水界面张力的表面张力进行了比较。