Corners, Cusps, and Pearls in Running Drops

Thomas Podgorski, Jean-Marc Flesselles, Laurent Limat

Physical Review Letters · 2001 · 276 citations · 17 references

Concepts

Abstract

Small drops sliding down a partially wetting substrate bifurcate between different shapes depending on their capillary number Ca. At low Ca, they are delimited by a rounded, smooth contact line. At intermediate values they develop a corner at the trailing edge, the angle of which evolves from flat to 60 degrees with increasing velocity. Further up, they exhibit a cusped tail that emits smaller drops ("pearls"). These bifurcations may be qualitatively and quantitatively recovered by considering the dynamic contact angle along the contact line.

References

17