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SUMMARY:Application of Finite Element Exterior Calculus to plasma physics
DTSTART:20200302T151500
DTEND:20200302T170000
DTSTAMP:20260513T004644Z
UID:57f84dbc601585f6f512314e036e7c03ea46b6951dbc508884e951ee
CATEGORIES:Conferences - Seminars
DESCRIPTION:Eric Sonnendrucker (Max Planck Institute for Plasma Physics I
 PP\, Garching)\nComputational Mathematics Seminar\nAbstract: Finite Elemen
 t Exterior Calculus based on appropriate finite dimensional spaces spanned
  by B-Splines has proven to be an excellent tool for deriving numerical s
 chemes with geometric properties and invariants that enable stable long ti
 me simulations.\nIn this talk we shall introduce our framework and show it
 s application to widely used models in plasma physics: Maxwell’s equatio
 ns\, the MHD equations and a Particle In Cell discretisation of the Vlaso
 v-Maxwell equations based on a discrete action principle.
LOCATION:PPB 019 https://plan.epfl.ch/?room==PPB%20019
STATUS:CONFIRMED
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