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VERSION:2.0
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SUMMARY:Topological waves in two-dimensional plasmas
DTSTART:20221205T160000Z
DTEND:20221205T180000Z
DTSTAMP:20260624T014350Z
UID:fb74bbcf-fb5d-40b1-9122-a601fc626b55
SEQUENCE:1
CREATED:20221202T152126Z
DESCRIPTION:   Abstract In this work we compactify plasmas with two differ
 ent types of electric fields applied and then find edge waves at the inter
 face between magnetized domains.The first case is a local interaction caus
 ed by a Field-Effect Transistor\; a second case\, without a FET\, with non
 -local Coulomb interactions stemming from all electronic density in the fl
 uid is also addressed.Two distinct edge-modes are calculated for each case
 \, their dispersion relation and velocity profiles.All four edge-modes are
  simulated in magnetized graphene with a hydrodynamic simulator.
LAST-MODIFIED:20221202T152126Z
LOCATION:Sala de Formação Avançada do DF (Sala 2-8.11 - 2º Piso do Pav
 ilhão de Física)
URL:http://df.vps.tecnico.ulisboa.pt/pt/eventos/topological-waves-in-two-d
 imensional-plasmas/
X-ALT-DESC;FMTTYPE=text/html:<p data-block-key="to8yu"><b>   Abstract </b>
 </p><p data-block-key="543hs">In this work we compactify plasmas with two 
 different types of electric fields applied and then find edge waves at the
  interface between magnetized domains.</p><p data-block-key="fc6jc">The fi
 rst case is a local interaction caused by a Field-Effect Transistor\; a se
 cond case\, without a FET\, with non-local Coulomb interactions stemming f
 rom all electronic density in the fluid is also addressed.</p><p data-bloc
 k-key="de9tg">Two distinct edge-modes are calculated for each case\, their
  dispersion relation and velocity profiles.</p><p data-block-key="36ul8">A
 ll four edge-modes are simulated in magnetized graphene with a hydrodynami
 c simulator.</p>
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