4.4 Article

Flow measurements in the wake of an adhering and oscillating droplet using laser-Doppler velocity profile sensor

Journal

EXPERIMENTS IN FLUIDS
Volume 62, Issue 3, Pages -

Publisher

SPRINGER
DOI: 10.1007/s00348-021-03148-0

Keywords

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Funding

  1. Projekt DEAL
  2. German Research Foundation (DFG) [398314989, BU 2241/4-1]
  3. Federal Ministry for Economic Affairs and Energy [03ET1498B]

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The removal of droplets on surfaces by air flow is important for various applications, but the mechanism for droplet movement is not fully understood. In experiments, it was found that the oscillation of flow velocity and backflow region play crucial roles in driving droplet movement. These findings suggest the presence of an aeroelastic self-excitation effect leading to droplet movement.
The removal of droplets on surfaces by an (air-) flow is relevant, e.g., for cleaning processes or to prevent corrosion or damage of electronic devices. Still the condition for droplet movement is not fully understood. Droplets start to move downstream at a critical (air-) flow velocity v(crit). For increasing flow velocity, this process is related to a strong oscillation of the droplet. This oscillation is supposed to be a key mechanism for the onset of droplet movement in conjunction with the flow field around the droplet. We report on measurements in the wake of the adhering droplet by means of laser-Doppler velocity profile sensor and hot wire anemometry. Thanks to the excellent spatial and temporal resolution of laser-Doppler velocity profile sensor and its capability to measure bidirectional flows, a backflow region can be detected in the wake of the droplet. Therefore, it can be concluded that this backflow structure is the driving mechanism for the strong flow movement inside the droplet against channel flow direction found in previous work. Analyzing the frequency spectra of the flow velocity, it was found that the flow is also oscillating; frequency peaks are in the same range as for the contour oscillation. Based on frequency, diameter and flow velocity, a Strouhal number can be calculated. This Strouhal number is almost constant in the investigated regime of droplet volumes and is between 0.015 and 0.03. Therefore, it can be assumed that an aeroelastic self-excitation effect may be present that eventually leads to droplet movement.

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