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首页> 外文期刊>The Journal of Chemical Physics >A small angle x-ray scattering study of the droplet-cylinder transition in oil-rich sodium bis (2-ethylhexyl) sulfosuccinte microemulsions
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A small angle x-ray scattering study of the droplet-cylinder transition in oil-rich sodium bis (2-ethylhexyl) sulfosuccinte microemulsions

机译:小角x射线散射研究富油双(2-乙基己基)磺基琥珀酸钠微乳液中的液滴-圆柱过渡

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摘要

A method for nonlinear fitting of x-ray scattering data from polydisperse mixtures was developed. It was applied to the analysis of the structural changes in the droplet phase of oil-rich water-in-oil (w/o) sodium bis(2-ethylhexyl) sulfosuccinate (AOT) microemulsions with increasing temperature or upon addition of salt. Data were collected at different temperatures (15 to 60 0C) and salt concentrations (up to 0.6% NaCI) within the one-phase region of the L2 phase (wlo microemulsion) for different droplet sizes (water/AOT molar ratio w0 = 25 to 56) and concentrations (droplet weight fraction c~= 2% to 20%). This allowed us to distinguish between contributions from individual scattering particles, e.g., droplets and cylinders to the total scattering intensity. The complete data set containing over 500 scattering curves could be interpreted by fitting the scattering of weighted sums of AOT covered water droplets, long cylinders, and inverse AOT micelles containing bound water only, to the experimental scattering curves. The polydispersity of the droplets and cylinders is described by Schulz distributions and the interactions between the droplets are calculated using a sticky hard-sphere potential in the Percus—Yevick approximation. The volume fractions of the components, their average sizes and polydispersity, and the stickiness of the water/AOT droplets are determined by a nonlinear fit to the experimental data.
机译:提出了一种非线性拟合多分散混合物X射线散射数据的方法。它被用于分析随着温度升高或添加盐,双(2-乙基己基)磺基琥珀酸酯(AOT)微乳中的富油油包水(w / o)液滴相的结构变化。在不同的液滴尺寸(水/ AOT摩尔比w0 = 25至25 56)和浓度(液滴重量分数c〜= 2%至20%)。这使我们能够区分单个散射粒子(例如,液滴和圆柱体)对总散射强度的贡献。包含500多个散射曲线的完整数据集可以通过将AOT覆盖的水滴,长圆柱体和仅包含结合水的AOT逆胶束的加权总和的散射拟合到实验散射曲线来解释。液滴和圆柱的多分散性由Schulz分布描述,液滴之间的相互作用使用Percus-Yevick近似中的粘性硬球势来计算。通过与实验数据的非线性拟合确定组分的体积分数,其平均大小和多分散性以及水/ AOT液滴的粘性。

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