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- W192415418 abstract "When the ratio of the drop radius to the distance separating any two drops and the relative importance of gravitational to surface forces are both small, the small amplitude oscillations of a drop of one viscous fluid immersed in another fluid are governed by the nonlinear dispersion relation derived by Miller and Scriven. The dispersion relation has been solved numerically to determine the character of oscillations for arbitrary values of drop size, physical properties of the two fluids, and interfacial tension for two-, three-, and four-lobed motions. The new theoretical results determine the range of validity of the low-viscosity approximations of Miller and Scriven and others and are also shown to be essential for proper interpretation of many previously reported experimental results. New experiments performed with water drops falling in 2-ethyl-1-hexanol, a system of importance in solvent extraction, agree well with the theoretical predictions when drop radius is smaller than a critical size. The frequencies of and decay factors for oscillations of larger drops are better described by the dispersion relation due to Subramanyam, which accounts for the relative motion of the two phases." @default.
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- W192415418 date "1988-01-01" @default.
- W192415418 modified "2023-09-24" @default.
- W192415418 title "Theoretical and experimental analysis of the oscillations of a fluid drop immersed in another fluid" @default.
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