Variational approach to wetting problems: Calculation of a shape of sessile liquid drop deposited on a solid substrate in external field

Edward Bormashenko; Gene Whyman

doi:10.1016/j.cplett.2008.08.049

Variational approach to wetting problems: Calculation of a shape of sessile liquid drop deposited on a solid substrate in external field

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Abstract

Analysis of the shape of sessile drops pinned to a solid substrate and exposed to the external potential is presented. Explicit expressions describing the drops' shape are obtained with a calculus of variations for 2D and 3D wetting problems. The presented approach is applicable for analysis of electrowetting problems, the study of vibrated and centrifuged drops.

Original language	English
Pages (from-to)	103-105
Number of pages	3
Journal	Chemical Physics Letters
Volume	463
Issue number	1-3
DOIs	https://doi.org/10.1016/j.cplett.2008.08.049
State	Published - 22 Sep 2008

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10.1016/j.cplett.2008.08.049

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title = "Variational approach to wetting problems: Calculation of a shape of sessile liquid drop deposited on a solid substrate in external field",

abstract = "Analysis of the shape of sessile drops pinned to a solid substrate and exposed to the external potential is presented. Explicit expressions describing the drops' shape are obtained with a calculus of variations for 2D and 3D wetting problems. The presented approach is applicable for analysis of electrowetting problems, the study of vibrated and centrifuged drops.",

author = "Edward Bormashenko and Gene Whyman",

year = "2008",

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doi = "10.1016/j.cplett.2008.08.049",

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T2 - Calculation of a shape of sessile liquid drop deposited on a solid substrate in external field

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AU - Whyman, Gene

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Y1 - 2008/9/22

N2 - Analysis of the shape of sessile drops pinned to a solid substrate and exposed to the external potential is presented. Explicit expressions describing the drops' shape are obtained with a calculus of variations for 2D and 3D wetting problems. The presented approach is applicable for analysis of electrowetting problems, the study of vibrated and centrifuged drops.

AB - Analysis of the shape of sessile drops pinned to a solid substrate and exposed to the external potential is presented. Explicit expressions describing the drops' shape are obtained with a calculus of variations for 2D and 3D wetting problems. The presented approach is applicable for analysis of electrowetting problems, the study of vibrated and centrifuged drops.

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JO - Chemical Physics Letters

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Variational approach to wetting problems: Calculation of a shape of sessile liquid drop deposited on a solid substrate in external field

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