2015
DOI: 10.1016/j.cis.2014.10.009
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Dynamics of drops — Formation, growth, oscillation, detachment, and coalescence

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Cited by 15 publications
(11 citation statements)
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References 83 publications
(118 reference statements)
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“…They studied the influence of mechanical stress on coalescence by varying the oscillation frequency. A similar set-up was presented by Loglio et al (2011), which was later used by Karbaschi et al (2014) to examine the liquid bridge formation qualitatively. Scheele and Leng (1971) were the first to study the horizontal, dynamic binary collision of moving anisole droplets with varying approach velocities and angles in a stagnant water phase.…”
Section: Dynamic Conditionsmentioning
confidence: 99%
“…They studied the influence of mechanical stress on coalescence by varying the oscillation frequency. A similar set-up was presented by Loglio et al (2011), which was later used by Karbaschi et al (2014) to examine the liquid bridge formation qualitatively. Scheele and Leng (1971) were the first to study the horizontal, dynamic binary collision of moving anisole droplets with varying approach velocities and angles in a stagnant water phase.…”
Section: Dynamic Conditionsmentioning
confidence: 99%
“…The collision and coalescence of two bubbles or droplets and the formation of a dimple, bridge and film rupture can be evaluated with external high‐speed cameras . Therefore, both droplets can be attached to cannulas and brought in contact which allows for a detailed analysis of the film drainage and development of the liquid bridge during coalescence , . The collision of a rising or falling particle with a particle fixed by a cannula has the advantage that the relative collision velocity as well as the effect of impact location can be analyzed and used to achieve information on the coalescence efficiency (Fig.…”
Section: Single Particle Characterizationmentioning
confidence: 99%
“…The complex dynamics are not yet fully understood despite extensive experimental and numerical effort in this field of study. One example provided by Karbaschi et al is the surface tension measurement at water/air interfaces at different Reynolds numbers induced by different volume flows and droplet growth rates, respectively. The interfacial tension of these systems is severely underestimated if the standard method of fitting the profile to the Gauss‐Laplace equation is used.…”
Section: Interface Characterizationmentioning
confidence: 99%
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