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- W2057861016 abstract "The shape and stability of a liquid drop on a bare planar solid surface are analyzed by minimizing its total potential energy calculated microscopically. The solution of the obtained differential equation for the drop profile shows that there is a rapid variation of the angle between the tangent to the profile and the solid surface in the region near the leading edge. At the leading edge, this angle is equal to 180° and is independent of the interaction parameters and drop size. For a large droplet, the profile of which is close to a circular one everywhere except in the microscopically small region near the solid surface, a macroscopic contact angle θm is introduced, which is identified as the experimentally measured contact angle. The following simple expression was derived for this angle: cos θm = (a − 2)/2, where a depends on the microscopic parameters of the intermolecular interactions (see section III.D for details). For cylindrical droplets, an analytical criterion was found that connects the drop..." @default.
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- W2057861016 title "On the Shape and Stability of a Drop on a Solid Surface" @default.
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