2010
DOI: 10.1088/1367-2630/12/2/023013
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Rigid sphere transport through a colloidal gas–liquid interface

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Cited by 18 publications
(12 citation statements)
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“…Finally, when a particle approaches a fluid interface in such a way that the capillary number (the ratio between viscous and surfacetension forces) is no longer small, the particle may penetrate the interface while being engulfed by the phase it originated from, i.e. without a three-phase contact line being formed [25,26]. Therefore, for an analysis of the forces required to let a particle penetrate the liquid/liquid interface, it is important to discriminate whether the glass spheres are suspended above the interface or actually get adsorbed.…”
Section: Suspended Vs Adsorbed Particlesmentioning
confidence: 99%
“…Finally, when a particle approaches a fluid interface in such a way that the capillary number (the ratio between viscous and surfacetension forces) is no longer small, the particle may penetrate the interface while being engulfed by the phase it originated from, i.e. without a three-phase contact line being formed [25,26]. Therefore, for an analysis of the forces required to let a particle penetrate the liquid/liquid interface, it is important to discriminate whether the glass spheres are suspended above the interface or actually get adsorbed.…”
Section: Suspended Vs Adsorbed Particlesmentioning
confidence: 99%
“…This assessment is in agreement with the previous literature, which also uses a fluid mixture that has an ultralow interfacial tension. 40 In our experiments, the interfacial tensions are $1000 À 10 000 times smaller than in typical oil-water systems.…”
Section: Physical Discussion Of Conformal Coatingmentioning
confidence: 50%
“…If the sphere surface is wettable to the entrained phase, then the coating layer stays on the sphere surface. 40 Analogously, in our microfluidic system, the force on the particle due to magnetism replaces the gravitational force (Fig. 5).…”
Section: Physical Discussion Of Conformal Coatingmentioning
confidence: 84%
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“…The high falling velocity near the interface is interpreted by a model for the transport process that applies then the interfacial tension force is larger than the gravitational force. 49 According to the model, sphere falling velocity is reduced as the sphere approaches an interface which deforms. Then, the capillary waves of the interface connect to the wetting layer surrounding the sphere.…”
Section: B Falling Sphere Viscosity Measurement For Ultralow Viscousmentioning
confidence: 99%