2019
DOI: 10.3390/mi10020105
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Micro-Surface and -Interfacial Tensions Measured Using the Micropipette Technique: Applications in Ultrasound-Microbubbles, Oil-Recovery, Lung-Surfactants, Nanoprecipitation, and Microfluidics

Abstract: This review presents a series of measurements of the surface and interfacial tensions we have been able to make using the micropipette technique. These include: equilibrium tensions at the air-water surface and oil-water interface, as well as equilibrium and dynamic adsorption of water-soluble surfactants and water-insoluble and lipids. At its essence, the micropipette technique is one of capillary-action, glass-wetting, and applied pressure. A micropipette, as a parallel or tapered shaft, is mounted horizonta… Show more

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Cited by 15 publications
(17 citation statements)
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References 186 publications
(368 reference statements)
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“… 47 , 48 The mixture of the highly polar but soft IL with the apolar, extremely soft C 14–18 n -alkanes, generates a calculated interfacial tension γ AB > 15 mN·m –1 , which is within the accepted values to spontaneously generate stable microdroplets in liquid–liquid mixtures. 49 52 The slight decrease of interfacial tension produced by the increasing temperature is apparently compensated by the higher mobility of the organic molecules in the IL, to give the final microstructured IL/alkane material. 53 …”
Section: Resultsmentioning
confidence: 99%
“… 47 , 48 The mixture of the highly polar but soft IL with the apolar, extremely soft C 14–18 n -alkanes, generates a calculated interfacial tension γ AB > 15 mN·m –1 , which is within the accepted values to spontaneously generate stable microdroplets in liquid–liquid mixtures. 49 52 The slight decrease of interfacial tension produced by the increasing temperature is apparently compensated by the higher mobility of the organic molecules in the IL, to give the final microstructured IL/alkane material. 53 …”
Section: Resultsmentioning
confidence: 99%
“…From the values of the surface tension and the bilayer contact angle θ, which were obtained from pendant drop measurements or optical microscopy images (see Figure 6), respectively, the bilayer tension can be calculated using Young's equation. [ 74 ] Γ = 2 γ cos θ …”
Section: Methodsmentioning
confidence: 99%
“…These pore spaces were completely filled by precursor solution after the infiltration process which stayed within them in the following process due to surface tension. For a cylindrical capillary tube, the pressure (P) on the liquid originated from surface tension can be expressed by [35]:…”
Section: Microstructure Of Si 3 N 4w /Sicnmentioning
confidence: 99%