Poster Title:  Energy Conserving Time Domain Finite Element Methods for Electromagnetic
Poster Abstract: 

In this poster, time-domain mixed finite element simulations for Maxwells equations in bounded three-
dimensional domains are presented. The electric and magnetic fields are discretized with Nédeléc and Raviart
Thomas finite elements in space. Symplectic and Backward Euler methods are employed for temporal discretization. The obtained fields are also visualized on 3D meshes. The proposed methods are accurate both in space and
time up to order 4, and parallel in space. In case of symplectic time integration they are energy conserving.

Poster ID:  B-6
Poster File:  PDF document Time Domain Finite Element Methods for Maxwell’s Equations.pdf
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