Drops: Bouncers and Walkers
ORAL · L16 ·
Presentations
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A model for Faraday pilot-waves over variable topography
ORAL
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Authors
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Luiz Faria
- Massachusetts Institute of Technology
- Department of Mathematics, MIT
- MIT
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The chaotic interaction of two walkers
ORAL
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Authors
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Loic Tadrist
- Univ de Liege
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Naresh Samara
- Univ de Liege
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Peter Schlagheck
- Univ de Liege
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Tristan Gilet
- Univ de Liege
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Snell's law and walking droplets
ORAL
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Authors
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John Bush
- MIT
- Massachusetts Institute of Technology
- Department of Mathematics, Massachusetts Institute of Technology
- Department of Mathematics, MIT
- MIT - Department of Mathematics
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Giuseppe Pucci
- Department of Mathematics, MIT; The Hatter Department of Marine Technologies, University of Haifa
- Department of Mathematics, MIT; University of Haifa
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Benjamin Aubin
- Department of Mathematics, MIT
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Pierre-Thomas Brun
- MIT
- Department of Mathematics, MIT
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Luiz Faria
- Massachusetts Institute of Technology
- Department of Mathematics, MIT
- MIT
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Diffraction and interference of walking drops
ORAL
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Authors
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Giuseppe Pucci
- Department of Mathematics, MIT; The Hatter Department of Marine Technologies, University of Haifa
- Department of Mathematics, MIT; University of Haifa
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Daniel M. Harris
- UNC Chapel Hill
- Department of Mathematics, UNC Chapel Hill; Department of Mathematics, MIT
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John Bush
- MIT
- Massachusetts Institute of Technology
- Department of Mathematics, Massachusetts Institute of Technology
- Department of Mathematics, MIT
- MIT - Department of Mathematics
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Non-local features of a hydrodynamic pilot-wave system
ORAL
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Authors
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Andre Nachbin
- IMPA/Brazil
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Miles Couchman
- Department of Mathematics, Massachusetts Institute of Technology
- Math. Dept./MIT
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John Bush
- Math. Dept./MIT
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The energetics of bouncing droplets
ORAL
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Authors
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Sam Turton
- Department of Mathematics, Massachusetts Institute of Technology
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Jan Molacek
- Max Planck Institute for Dynamics and Self-Organization
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John Bush
- MIT
- Massachusetts Institute of Technology
- Department of Mathematics, Massachusetts Institute of Technology
- Department of Mathematics, MIT
- MIT - Department of Mathematics
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The role of bouncing-phase variation for walking droplets
ORAL
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Authors
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Lucas Tambasco
- Massachusetts Institute of Technology
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Anand Oza
- Courant Institute of Mathematical Sciences, New York University
- Courant Institute - NYU
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Luiz Faria
- Massachusetts Institute of Technology
- Department of Mathematics, MIT
- MIT
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John Bush
- MIT
- Massachusetts Institute of Technology
- Department of Mathematics, Massachusetts Institute of Technology
- Department of Mathematics, MIT
- MIT - Department of Mathematics
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Walking droplets in confined domains
ORAL
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Authors
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Pedro Sáenz
- Massachusetts Institute of Technology
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John Bush
- Massachusetts Institute of Technology
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Pairs of Bouncing Droplets
ORAL
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Authors
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Miles Couchman
- Department of Mathematics, Massachusetts Institute of Technology
- Math. Dept./MIT
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Pierre Caldairou
- Department of Mathematics, Massachusetts Institute of Technology
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Anand Oza
- Courant Institute of Mathematical Sciences, New York University
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John Bush
- Department of Mathematics, Massachusetts Institute of Technology
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