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- W1998333689 abstract "The capillary equations, as treated by Bashforth and Adams, were generalized to include fluid interfaces resting upon inclined surfaces. After some transformation of coordinates, the equations were approximated by finite difference quotients. Numerical solutions were generated by a high-speed computer, and tabulated results are available. Experiments, conducted by others, show that contact angle varies with position around the line of solid-liquid-vapor contact. Machine computations also show a varying contact angle. It is suggested that at a point P on the three-phase line the Dupré equation would apply. This point P is selected such that the normal to the three-phase line, which lies in the inclined surface, is perpendicular to the local gravity vector. In applying the results, experimental values of drop weights were checked to an acceptable accuracy level. A procedure was developed for calculating drop shape for surfaces of varying inclination." @default.
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- W1998333689 date "1967-03-01" @default.
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- W1998333689 title "Numerical solution of the equation of capillarity" @default.
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- W1998333689 doi "https://doi.org/10.1016/0021-9797(67)90173-7" @default.
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