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SUMMARY:Proposal of a mathematical formalism for EMC\, based on tensor ana
 lysis of networks
DTSTART:20230523T140000
DTEND:20230523T150000
DTSTAMP:20260925T093957Z
UID:d7470d28d4ca2dbbb7a01537ce836db5f276366c06c4eb8008412c46
CATEGORIES:Conferences - Seminars
DESCRIPTION:Dr. Olivier Maurice works on the tensor anlaysis of networks
  since 1988. Author of more than two hundred papers and five books on the 
 subject\, he has developed the concept of cords extending the formalism to
  complex interactions\, including multiphysics as game theory. O.Maurice h
 as a doctorate of science in electronics.\nStarting from a general lagrang
 ian approach\, we introduce the fundamental concept of duality and tensori
 al description. Then we apply these notions to electromagnetic situations\
 , including near and far field\, and guided waves. Step by step\, these co
 nsiderations lead us to a generic description of any EMC problem through g
 raphs and a system of equations. The couple: graphs plus equations\, can b
 e seen as a manifold. The EMC work is then seen as a control of a collecti
 on of manifolds\, topologically sewed for making a system. Some undesired 
 interactions appearing in this construction must be  reduced\, or avoided
  through warning techniques in the sewing. A simple example will be presen
 ted to illustrate all the concepts evocated.
LOCATION:ELA 2 https://plan.epfl.ch/?room==ELA%202
STATUS:CONFIRMED
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