Short-term oscillation and falling dynamics for a water drop dripping in quiescent air
Bo Zhang, Y. Ling, P.-H. Tsai, A.-B. Wang, S. Popinet, S. Zaleski
Abstract
Open-access reader
Bo Zhang, Y. Ling, P.-H. Tsai, A.-B. Wang, S. Popinet, S. Zaleski
Abstract
Open-access reader
The short-term falling dynamics of a dripping water drop is studied by simulation and experiment. The pinching dynamics introduces a nonlinear multimode oscillation. A complex transient flow around the drop is induced by the interaction between the falling motion and the shape oscillation.
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The short-term falling dynamics of a dripping water drop is studied by simulation and experiment. The pinching dynamics introduces a nonlinear multimode oscillation. A complex transient flow around the drop is induced by the interaction between the falling motion and the shape oscillation.
Key concepts: Drop (telecommunication), Falling (accident), Oscillation (cell signaling), Mechanics, Transient (computer programming), Nonlinear system, Term (time), Dynamics (music)