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Spreading kinetics of a drop on a smooth solid surface

โœ Scribed by P Neogi; C.A Miller


Publisher
Elsevier Science
Year
1982
Tongue
English
Weight
828 KB
Volume
86
Category
Article
ISSN
0021-9797

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The same approach used by Boender, Chesters, and van der Zanden in the context of an advancing liquid-gas meniscus in a capillary tube is extended to the case of spontaneous spreading of a droplet on an ideal solid surface. The result is an ordinary differential equation for the droplet profile whic

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tact angle condition. Greenspan (9) and Greenspan and Spreading of a liquid over a dry smooth solid surface is analyzed McCay (10) calculated the spreading kinetics by assuming in the case of complete wetting, negligible evaporation, and small the common-line speed to be proportional to the differen

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A description of the entire configuration of liquid drops spreading over a previously wetted solid surface is given in the case of negligible evaporation and small Bond and Weber numbers. Two solutions are developed: an outer one which is valid in the bulk of the drop and an inner solution which app

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The spontaneous spreading of small liquid droplets on solid surfaces is examined with the objective of developing closed-form expressions for the spreading dynamics, both for the case in which there is complete equilibrium spreading, that is the equilibrium contact angle is Oo, and for the case in w