1967
DOI: 10.1098/rspa.1967.0189
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A direct measurement of the influence of vapour, of liquid and of oriented monolayers on the interfacial energy of mica

Abstract: A cleavage technique has been used to measure solid/fluid interfacial energies, and to study directly the effect of various media on these energies. Solid/vapour and solid/liquid interfacial energies were measured by cleaving mica specimens first in an atmosphere of vapour and then in the corresponding liquid. In this way we have a direct means of checking the validity of Young’s equation. Results obtained with water, as representative of a polar medium, and hexane, as representative of a non-polar medium show… Show more

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Cited by 68 publications
(6 citation statements)
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“…38 In fact one would expect solid-vapor interfacial energies to be smaller than their solid-vacuum counterparts, based on experimental evidences. 39 We believe that the involved interfacial energies should be of the order of 0.073 Nm −1 , the well-known value for vapor-liquid interfaces for pure water and at RT ͑surface tension͒, and well below the surface energy value of the ͑111͒ surface of BaF 2 , estimated to be 0.33 Nm −1 according to ab initio calculations. 40 As an illustrating example, just mention the case of the liquid water-ice interfacial energy, which has been experimentally determined as 0.03 Nm −1 .…”
Section: -5mentioning
confidence: 67%
“…38 In fact one would expect solid-vapor interfacial energies to be smaller than their solid-vacuum counterparts, based on experimental evidences. 39 We believe that the involved interfacial energies should be of the order of 0.073 Nm −1 , the well-known value for vapor-liquid interfaces for pure water and at RT ͑surface tension͒, and well below the surface energy value of the ͑111͒ surface of BaF 2 , estimated to be 0.33 Nm −1 according to ab initio calculations. 40 As an illustrating example, just mention the case of the liquid water-ice interfacial energy, which has been experimentally determined as 0.03 Nm −1 .…”
Section: -5mentioning
confidence: 67%
“…In fluid–solid interfaces, the measurement of the interfacial tension is much more complicated, and only indirect methods have been used. These include cleavage tests for mica–water, solubility tests for quartz–water based on the Freundlich–Ostwald equation, and contact angle measurements based on Young’s equation. …”
Section: Introductionmentioning
confidence: 99%
“…The role of water molecules adsorbed at the surface has been discussed by Bernett & Zisman (1968) for metals, Shafrin & Zisman (1967) for glass, Bailey & Kay (1967) for micas, and Kessaissia et al (1981) for silicas. It will be shown later how it is possible to connect Ya, Ys and li e with the clay water content.…”
Section: Water Vapour Sorptionmentioning
confidence: 99%