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Flocculation of dispersed phase droplets in water-in-oil emulsions: Experiment and mathematical simulation

机译:油包水乳液中分散相液滴的絮凝:实验和数学模拟

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The sedimentation stability of water-in-oil (W/O) emulsions is shown to drastically rise at dispersed phase fractions of higher than 0.25-0.30. According to electron microscopy data, in W/O emulsions, dispersed phase droplets can form both globular flocs and network structures, with the latter prevailing in sedimentation-stable emulsions. The fractal dimensions are determined for different types of flocs. The aggregation of dispersed phase droplets is mathematically simulated according to the models of the diffusion-limited cluster aggregation and Brownian dynamics. Both models are shown to predict the formation of aggregates with structures similar to flocs observed in micrographs. The value of the percolation threshold calculated for aggregates within the framework of the Brownian dynamics model coincides with the fraction of the dispersed phase in W/O emulsions at which the network structures begin to be formed.
机译:在高于0.25-0.30的分散相分数下,油包水(W / O)乳液的沉积稳定性显示出急剧上升的趋势。根据电子显微镜数据,在W / O乳液中,分散相液滴既可以形成球状絮状物,又可以形成网状结构,而后者在沉降稳定的乳液中占主导地位。分形维数是针对不同类型的絮凝物确定的。根据扩散受限的团簇聚集和布朗动力学模型,对分散相液滴的聚集进行数学模拟。两种模型都可以预测聚集体的形成,其结构类似于在显微照片中观察到的絮状物。在布朗动力学模型的框架内为聚集体计算的渗滤阈值与W / O乳状液中开始形成网络结构的分散相的分数一致。

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