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UID:8eee56c4da7486986bea71dc17a68e51
CATEGORIES:Colloquia
CREATED:20220925T145833
SUMMARY:Pilot-wave hydrodynamics
LOCATION:Hill Center Room 705
DESCRIPTION:Abstract: A millimetric droplet may self-propel along the surface of a vibr
 ating fluid bath, guided by its quasi-monochromatic pilot-wave. Experimenta
 l studies reveal that this hydrodynamic pilot-wave system may exhibit certa
 in features previously thought to be exclusive to solid-state, optical or q
 uantum systems. Examples include analog lattice structures, static and dyna
 mic bound states, spin lattices, Friedel oscillations and quantized orbital
  states. We here focus on the experimental studies of this hydrodynamic pil
 ot-wave system and the accompanying theoretical models that have provided r
 ationale for the emergent behavior. Particular attention is given to elucid
 ating the manner in which the non-Markovian nature of the droplet dynamics 
 is responsible for the richness of this classical pilot-wave system.\n
X-ALT-DESC;FMTTYPE=text/html:<p>Abstract: A millimetric droplet may self-propel along the surface&nbsp;o
 f a vibrating fluid bath, guided by its quasi-monochromatic pilot-wave. Exp
 erimental&nbsp;studies reveal that this hydrodynamic pilot-wave system may 
 exhibit certain features previously thought to&nbsp;be exclusive to solid-s
 tate, optical or quantum systems. Examples include analog lattice structure
 s, static&nbsp;and dynamic bound&nbsp;states, spin lattices, Friedel oscill
 ations and quantized orbital states. We here focus on the experimental stud
 ies&nbsp;of this hydrodynamic&nbsp;pilot-wave system and the accompanying t
 heoretical&nbsp;models that have provided rationale&nbsp;for the emergent b
 ehavior. Particular attention is given to elucidating the manner in which t
 he non-Markovian&nbsp;nature of the&nbsp;droplet&nbsp;dynamics is responsib
 le for the richness of this&nbsp;classical pilot-wave system.</p>
CONTACT:John Bush (MIT)
DTSTAMP:20260826T215141
DTSTART;TZID=America/New_York:20220930T160000
DTEND;TZID=America/New_York:20220930T170000
SEQUENCE:0
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