<< A drop bouncing on a vertically-vibrated surface may self-propel forward by Faraday waves and travels along a fluid interface. >>
<< A fine analysis of the pairwise density function shows that while being dynamic, time-evolving and presenting many indications of a good mixing in the phase space, the system adopts in average preferred distances which origin has been rationalized by analysing the internal symmetry of the waves. Thus (AA) have shed light numerically on a statistical many-body wave self-organisation in an apparent erratic dynamics. >>
Adrien Hélias, Matthieu Labousse. Statistical self-organization of walking drops. arXiv:2201.07689v1 [cond-mat.soft]. Jan 19, 2022.
Also
keyword 'drop' | 'droplet' in FonT
keyword 'goccia' in Notes (quasi-stochastic poetry):
keywords: gst, drops, self-organization, erratic dynamics, erraticity
