Tuesday, 16:15 - 16:40 h, Room: MA 415

 

Irwin Yousept
PDE-constrained optimization involving eddy current equations

 

Abstract:
Eddy current equations consist of a coupled system of first-order PDEs arising from Maxwell's equations by neglecting the displacement current. Applications of such equations can be found in many modern technologies such as in induction heating, magnetic levitation, optimal design of electromagnetic meta-materials, and many others. In this talk, we discuss several PDE-constrained optimization problems involving time-harmonic eddy current equations as equality constraints. Recent theoretical and numerical results are presented.

 

Talk 3 of the invited session Tue.3.MA 415
"Optimization applications in industry II" [...]
Cluster 19
"PDE-constrained optimization & multi-level/multi-grid methods" [...]

 

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