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• W2257842729 abstract "This work is an inquiry into the current understanding of experimental single-mode Faraday waves, from the perspective of linear stability theory. At low frequency, the characteristic wavelength is of the order of the cell dimensions, and theoretically the wavelengths associated with the modes available for excitation are discretized by the sidewall boundary condition. Mathematically, the condition which eases manipulation is a stress-free sidewall condition, which is unrealistic due to viscous boundary layers and capillary hysteresis. We report the experimental investigation of a low frequency system designed to approximate this condition, by careful choice of the fluid liquids and thereby increasing the relative importance of the interior damping. The design has permitted close connection between the experimental thresholds and the predictions, contrasting the traditional approach of phenomenologically measuring the mode dissipation and treatment as a single degree of freedom system. Non-ideal behavior of the sidewall persists, evident by the contact meniscus and the sidewall film which is formed during wave excitation. The presence of these non-idealities is translated to trends in the deviation between the observed and predicted thresholds, depending upon the mode structure and wave periodicity. The presence of harmonically excited waves from the meniscus seems to result in observation of amplitudes consistently lower than the predictions, indicating a mixed resonance between the parametric instability and the forced meniscus oscillations. Furthermore, it is seen this interaction can be adjusted by excitation with two commensurate parametric frequencies." @default.
• W2257842729 created "2016-06-24" @default.
• W2257842729 creator A5070032861 @default.
• W2257842729 date "2013-03-25" @default.
• W2257842729 modified "2023-09-28" @default.
• W2257842729 title "Faraday waves in small cylinders and the sidewall non-ideality" @default.
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• W2257842729 hasPublicationYear "2013" @default.
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