2015
DOI: 10.1016/j.jcis.2015.04.045
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Asymmetric capillary bridges between contacting spheres

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Cited by 47 publications
(32 citation statements)
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“…Visual inspection shows that during the initial wetting phase the meniscus shape is rapidly evolving; it grows in volume, expands along the contact line and the contact angle increases ranging from approximately 60 • (Figure 2c) to 120 • (Figure 2g). Such a result may be considered to agree with the findings of [18], who showed that a liquid bridge may change from a concave to a convex shape as its volume increases. However, here, the significant difference in the shape of the sand particles to the hydrophilic glass beads tested in [18], as well as the change in hydrophobicity, should be considered.…”
Section: Experimental Campaignsupporting
confidence: 90%
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“…Visual inspection shows that during the initial wetting phase the meniscus shape is rapidly evolving; it grows in volume, expands along the contact line and the contact angle increases ranging from approximately 60 • (Figure 2c) to 120 • (Figure 2g). Such a result may be considered to agree with the findings of [18], who showed that a liquid bridge may change from a concave to a convex shape as its volume increases. However, here, the significant difference in the shape of the sand particles to the hydrophilic glass beads tested in [18], as well as the change in hydrophobicity, should be considered.…”
Section: Experimental Campaignsupporting
confidence: 90%
“…Such a result may be considered to agree with the findings of [18], who showed that a liquid bridge may change from a concave to a convex shape as its volume increases. However, here, the significant difference in the shape of the sand particles to the hydrophilic glass beads tested in [18], as well as the change in hydrophobicity, should be considered. Testing completed on hydrophilic sand, prepared to the same degree of packing (to be discussed in detail in an upcoming work), showed no evidence of convex menisci.…”
Section: Experimental Campaignsupporting
confidence: 90%
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“…In such a case, the requirement of a constant equilibrium contact angle over a solid surface imposes the constraint that, close to the contact line, the boundaries are solids of revolution about an axis passing through the centre of the sphere. It is straightforward to apply this criterion to find the force-free equilibrium states of capillary bridges between flat and curved walls [10][11][12][13][14][15], but also those of droplets in contact with suspended solid particles, such as Pickering emulsions [16] and liquid marbles [17,18].…”
mentioning
confidence: 99%
“…The configuration and adhesion force of a very small liquid bridge (within the volume of a few mL) have been reported between two rigid surfaces, such as two parallel surfaces, two spheres, or a sphere and a plane surface. [15][16][17] However, a liquid bridge of a larger scale (could be more than 16 mL) between flexible materials such as fabrics are quite different, and are rarely reported. Previous studies 11,13,18 showed that the adhesion properties of wet fabrics are intricately related to tensile and bending properties, hydrophilicity, structure of the material, and surface tension of the liquid.…”
mentioning
confidence: 99%