Filatov, S. V., Parfenyev, V. M., Vergeles, S. S., Brazhnikov, M. Y., Levchenko, A. A., & Lebedev, V. V. (2016). Nonlinear Generation of Vorticity by Surface Waves. Physical review letters, 116(5), 054501.

We demonstrate that waves excited on a fluid surface produce local surface rotation owing to hydrodynamic nonlinearity. We examine theoretically the effect and obtain an explicit formula for the vertical vorticity in terms of the surface elevation. Our theoretical predictions are confirmed by measurements of surface motion in a cell with water where surface waves are excited by vertical and harmonic shaking the cell. The experimental data are in good agreement with the theoretical predictions. We discuss physical consequences of the effect.

http://ssver.itp.ac.ru/site/publications/Filatov_2016_PRL.pdf

Brandenbourger, M., Vandewalle, N., & Dorbolo, S. (2016). Displacement of an Electrically Charged Drop on a Vibrating Bath. Physical review letters, 116(4), 044501.

In this work, the manipulation of an electrically charged droplet bouncing on a vertically vibrated, bath is investigated. When a horizontal, uniform and static electric eld is applied to it, a motion is induced. The droplet is accelerated when the droplet is small. On the other hand, large droplets appear to move with a constant speed that depends linearly on the applied electrical eld. In the latter regime, high speed imaging of one bounce reveals that the droplet experiences an acceleration due to the electrical force during the ight and decelerates to zero when interacting with the surface of the bath. Thus, the droplet moves with a constant average speed on a large time scale. We propose a criterion based on the force necessary to move a charged droplet at the surface of the
bath to discriminate between constant speed and accelerated droplet regimes.

http://orbi.ulg.ac.be/bitstream/2268/194253/1/PhysRevLett.116.044501.pdf

Shats, M., Xia, H., & Punzmann, H. (2012). Parametrically excited water surface ripples as ensembles of oscillons. Physical review letters, 108(3), 034502.

We show that ripples on the surface of deep water which are driven parametrically by monochromatic vertical vibration represent ensembles of oscillating solitons, or quasi-particles, rather than
waves. Horizontal mobility of oscillons determines the broadening of spectral lines and transitions from chaos to regular patterns. It is found that microscopic additions of proteins to water dra-
matically aect the oscillon mobility and drive transitions from chaos to order. The shape of the oscillons in physical space determines the shape of the frequency spectra of the surface ripple.

http://people.physics.anu.edu.au/~mgs112/papers/2012_PRL_Shats_oscillons.pdf

Analysis of currrent state of the art modelling

Reflexions in a 1D Cavity

Computer simulations

(proceedings of RIO 2014  workshop)

http://www.personal.psu.edu/alm24/IMPA/talks/IMPANachbin.pdf

Where it all started …

http://www.feynmanlectures.info/docroot/III_01.html

Bach, R., Pope, D., Liou, S. H., & Batelaan, H. (2013). Controlled double-slit electron diffraction. New Journal of Physics, 15(3), 033018.

http://iopscience.iop.org/1367-2630/15/3/033018/pdf/1367-2630_15_3_033018.pdf

And some movies of the interference pattern build-up :

http://iopscience.iop.org/1367-2630/15/3/033018/media

The famous Feynman thought experiment reproduced ! ((cf. Feynman Lectures on Physics, vol III, figures 1–3,))

Crommie, M. F., Lutz, C. P., & Eigler, D. M. (1993). Confinement of electrons to quantum corrals on a metal surface. Science, 262(5131), 218-220.

http://users.phys.psu.edu/~rick/MATH/LECTURES/LECT13/PDF/eigler_circular_corral.pdf

Brady, R. (2013). The irrotational motion of a compressible inviscid fluid. arXiv preprint arXiv:1301.7540.

http://arxiv.org/pdf/1301.7540v1.pdf

A new quasi-particled called Sonon, which, it seems, can be related to walking droplets.

Rajchenbach, J., Clamond, D., Leroux, A., & Dieudonné, Z. J. A. (2013). Observation of star-shaped surface gravity waves. Physical Review Letters,110(9), 094502.

http://www.unice.fr/rajchenbach/star-wave.pdf

Related to the walking droplet experiment beacause the authors vibrate silicon oil.

Juffmann, T., Milic, A., Müllneritsch, M., Asenbaum, P., Tsukernik, A., Tüxen, J., … & Arndt, M. (2012). Real-time single-molecule imaging of quantum interference. Nature nanotechnology, 7(5), 297-300

http://www.physics.kku.ac.th/forum/sites/default/files/Real-time%20single-molecule%20imaging%20of%20quantum%20interference.pdf

This experiment  isn’t about droplet, but it shows full 2-dimensionnal build-up of quantum interference pattern in real time for Phtalocyanine molecules.

Moisy, F., Rabaud, M., & Salsac, K. (2009). A synthetic Schlieren method for the measurement of the topography of a liquid interface. Experiments in fluids,46(6), 1021-1036.

http://www.fast.u-psud.fr/~moisy/papers/mrs_eif09.pdf