1992
DOI: 10.1163/156856192x00683
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A microtechnique for determining the surface tension of a liquid

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Cited by 6 publications
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“…In our design, the drop forms on the pointed capillary tip such that a small (∼40 μm, measured by visual microscopy) and essentially constant distance of wetting occurs, as illustrated in Figure . This wetting produces an additional adhesive force that contributes to the data obtained. , Several instrumental variables determine the drop formation and detachment rate. The condition for drop detachment is achieved when the forces due to the liquid clasping thetip of the capillary are overcome by the force of gravity, F G , on the mass of the drop, where F S is the force due to the liquid−air surface tension and F W,v is the vertical component of the adhesion wetting force, F W , such that F W extends along the surface of the wetted portion of the capillary tip . Note that it is the vertical component of the adhesion force that quantifies the opposition to drop detachment due to adhesion, even though the effect is occurring at the liquid−solid interface.…”
Section: Theory and Instrument Designmentioning
confidence: 99%
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“…In our design, the drop forms on the pointed capillary tip such that a small (∼40 μm, measured by visual microscopy) and essentially constant distance of wetting occurs, as illustrated in Figure . This wetting produces an additional adhesive force that contributes to the data obtained. , Several instrumental variables determine the drop formation and detachment rate. The condition for drop detachment is achieved when the forces due to the liquid clasping thetip of the capillary are overcome by the force of gravity, F G , on the mass of the drop, where F S is the force due to the liquid−air surface tension and F W,v is the vertical component of the adhesion wetting force, F W , such that F W extends along the surface of the wetted portion of the capillary tip . Note that it is the vertical component of the adhesion force that quantifies the opposition to drop detachment due to adhesion, even though the effect is occurring at the liquid−solid interface.…”
Section: Theory and Instrument Designmentioning
confidence: 99%
“…Also, note that γ cos θ in eq 3 corresponds to the difference between the solid−air and liquid−solid interfacial tensions. Inserting eqs 2−4 into eq 1 and simplifying, the condition for drop detachment is Note that the quantity γ(1 + cos θ cos α) is a modified form of the work of adhesion for our tip geometry. , When α = 90°, i.e., for a flat capillary tip without vertical wetting occurring, eq 5 reduces to which is the commonly applied form of the drop weight method for determining γ. Additionally, for most applications, the density is essentially constant, that of the bulk solvent, so corrections for density are not needed.
1 (A) Instrument design. Samples are introduced into the flow with an injection valve, pass through a capillary, and form a repeating drop at the capillary tip.
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Section: Theory and Instrument Designmentioning
confidence: 99%
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