Physica A: Statistical Mechanics and its Applications
Relationship between microemulsion structure and surfactant layer bending elasticity
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The formation of complex droplets in liquid three phase systems and their effect on dispersion and phase separation
2018, Chemical Engineering Research and DesignCitation Excerpt :Regular emulsions (e.g., macroemulsions) and microemulsions are fundamentally different, because microemulsions exist in a state of thermodynamic equilibrium, whereas macroemulsions are metastable systems which are only kinetically stabilized by the presence of surface-active agents slowing coalescence. The inner structure of microemulsions can be a droplet-type (o/w and w/o) microemulsion or a bicontinuous (Lee et al., 1990; Krishnan et al., 2002; Burauer et al., 2003; Ciach and Poniewierski, 1994). The bicontinuous structure of microemulsions is described as coexisting and mutually inter-twinned continuous water and oil with large amounts of surfactant (Burauer et al., 2003) or an accumulation of swollen micelles, which are so numerous that they touch one another (Salager et al., 2005).
Structure, interfacial film properties, and thermal fluctuations of microemulsions as seen by scattering experiments
2017, Advances in Colloid and Interface ScienceCitation Excerpt :Using optical methods and in particular ellipsometry, they succeeded in first experimental estimations of κ. A year later, the Gaussian bending modulus was also deduced from ellipsometry [104], and in 1991 and 1992 D. Langevin published overviews [38,105] where she summarized the physical properties of microemulsions, for droplets and bicontinuous phases, paying specifically attention to the Gaussian modulus. In particular, she linked recently acquired knowledge on bending moduli with structure formation: Too stiff monolayers leading to too high persistence lengths privilege the formation of lamellar (liquid crystalline) phases, whereas too floppy monolayers induce molecular mixtures.
Influence of dispersion conditions on phase separation in liquid multiphase systems
2017, Chemical Engineering ScienceThe Laplace equation of capillarity
1998, Studies in Interface ScienceNear-critical liquid/liquid interfaces of simple and complex mixtures probed by ellipsometry
1997, Physica A: Statistical Mechanics and its ApplicationsDifferential geometric theory of capillarity
1996, Colloids and Surfaces A: Physicochemical and Engineering Aspects
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