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Kinetic description of the relaxation of surfactant solutions in the absence of activation barrier between spherical and cylindrical micelles

机译:球形和圆柱形胶束之间没有活化屏障的情况下表面活性剂溶液松弛的动力学描述

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The realistic situation, where there is no potential barrier of aggregation work between the spherical and cylindrical micelles, is analyzed within the framework of the kinetic description of the relaxation of nonionic surfactant solution containing spherical and cylindrical micelles. The variations in the sum of the total concentrations of spherical and cylindrical micelles caused by the total flux of molecular aggregates over the potential barrier of aggregation work between the monomers and spherical micelles is taken into account; it is also accounted for that, in the absence of the potential barrier of aggregation work between the spherical and cylindrical micelles, they are present in the mutual quasi-equilibrium. The closed linearized relaxation equation determining the variations (with time) in the total concentrations of spherical and cylindrical micelles in a materially isolated surfactant solution is derived and solved. The variations (with time) of the total concentrations of spherical and cylindrical micelles, the concentration of surfactant monomers, as well as the total amount of surfactant in cylindrical micelles, in the process of approach of a materially isolated micellar solution to the final equilibrium state are described analytically. It is disclosed that, at the mutual quasi-equilibrium of spherical and cylindrical micelles, the opposite-sign deviations of the total amount of substance in cylindrical micelles and the total amount of cylindrical micelles from their values in the final equilibrium state of a materially isolated solution is attributed to the relatively large cylindrical micelles. The agreement between the results obtained and analogous results of the description of micellar relaxation in the presence of the potential barrier of aggregation work between spherical and cylindrical micelles whose relative height is at least slightly lower than that between monomers and spherical micelles is demonstrated. Comparison is performed for the cases of the absence of either spherical or cylindrical micelles. Analytical expressions, which are accessible for experimental verification, for the ratios of relaxation times of surfactant solutions containing spherical and cylindrical micelles to those of surfactant solutions containing either spherical or cylindrical micelles alone are derived.
机译:在包含球形和圆柱形胶束的非离子表面活性剂溶液松弛的动力学描述框架内,分析了球形和圆柱形胶束之间没有潜在的聚集作用障碍的现实情况。考虑到由分子聚集体的总通量超过单体和球形胶束之间的聚集作用的潜在势垒引起的球形和圆柱状胶束的总浓度之和的变化;还可以解释,在球形和圆柱形胶束之间没有聚集作用的潜在障碍的情况下,它们存在于相互准平衡中。推导并求解了确定线性分离的表面活性剂溶液中球形和圆柱形胶束总浓度的变化(随时间变化)的闭合线性松弛方程。在物质分离的胶束溶液达到最终平衡状态的过程中,球形和圆柱形胶束的总浓度,表面活性剂单体的浓度以及圆柱形胶束中表面活性剂的总量随时间的变化进行分析描述。公开了在球形和圆柱形胶束的相互准平衡下,在物质分离的最终平衡状态下,圆柱形胶束中的物质总量和圆柱形胶束的总量与其值的相反符号偏差。解决方案归因于较大的圆柱形胶束。证明了获得的结果与描述胶束弛豫的类似结果之间的一致性,胶束弛豫的描述在球形和圆柱形胶束之间的聚集功的潜在障碍的存在下,其相对高度至少比单体和球形胶束之间的相对高度低。对不存在球形或圆柱形胶束的情况进行比较。得出了可用于实验验证的分析表达式,其中包含球形和圆柱形微团的表面活性剂溶液与仅包含球形或圆柱形微团的表面活性剂溶液的弛豫时间之比。

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