1967
DOI: 10.1177/004051756703701102
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Liquid Rise Between Filaments in a V-Configuration

Abstract: A new experimental approach is described for obtaining a quantitative measure of the wettability of filaments. This technique is based on the spontaneous capillary rise of liquid between two filament surfaces held in an adjustable v-shaped arrangement. No contact angle measurements are necessary, all information being obtained from simple length readings. The apparatus allows a filament sample to be tested in different liquids and conditioned without being removed from the test mounting. Results are expressed … Show more

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Cited by 18 publications
(7 citation statements)
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“…A liquid deposited on two parallel rigid fibers can adopt different morphologies, either a compact hemispherical drop or a long liquid column of uniform cross-section. We focus here on perfectly wetting liquids, i.e., with an equilibrium contact angle θ e = 0. Previously, we obtained a morphology diagram as a function of the drop volume V and the interfiber distance 2 d , renormalized by the fiber radius r (Figure a).…”
Section: Rigid Fibersmentioning
confidence: 99%
“…A liquid deposited on two parallel rigid fibers can adopt different morphologies, either a compact hemispherical drop or a long liquid column of uniform cross-section. We focus here on perfectly wetting liquids, i.e., with an equilibrium contact angle θ e = 0. Previously, we obtained a morphology diagram as a function of the drop volume V and the interfiber distance 2 d , renormalized by the fiber radius r (Figure a).…”
Section: Rigid Fibersmentioning
confidence: 99%
“…Above a critical distance between the fibers, the liquid collects in a drop, which overspills the two fibers, as can be observed experimentally. [31,32] The experiments with a drop on two rigid parallel fibers have shown that the transition between the drop and column morphologies is hysteretic. More recently, the equilibrium morphologies of the liquid on crossed fibers have also been studied both analytically and experimentally.…”
Section: Introductionmentioning
confidence: 99%
“…In this case, provided the distance between the bers is smaller than a critical value, a drop of wetting liquid will spontaneously wick in the inter-ber channel. 12 For example, Miller et al 13 observed that below a critical inter-ber distance, the drop spontaneously spreads and that the spreading can be reversed by separating the bers, and this spreading/pinning transition has been proposed to displace uids on a small scale. 14 In fact, the wicking leads to a novel equilibrium state where the liquid adopts the shape of a column of constant cross-section, as studied by Princen.…”
Section: Introductionmentioning
confidence: 99%