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CERFACS CERFACS Scientific Activity Report Jan. 2010 – Dec. 2011

CERFACS CERFACS Scientific Activity Report Jan. 2010 – Dec. 2011

CERFACS CERFACS Scientific Activity Report Jan. 2010 – Dec. 2011

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1 Overview presentation<br />

The main expertise of the Electromagnetic and acoustic team concerns the numerical solution of problems<br />

related to the wave propagations. We study the scattering of time-harmonic electromagnetic and acoustic<br />

waves. But the transient regime in the case of electromagnetic and elastodynamic waves propagation is also<br />

analyzed.<br />

In 3D electromagnetism, our efforts are focused essentially on integral equations method. First we have<br />

developed well-conditioned and accurate integral equation methods, which are implemented in the CESC<br />

code (<strong>CERFACS</strong> Electromagnetism Solver Code) . This work is done in collaboration with ONERA.<br />

And this activity is part of a ANR project ARTHEMIS (in partnership with ONERA and Polytechnique).<br />

Secondly, specific attention is led to the multipole algorithm in the case of low frequency or when the mesh<br />

is very refined.<br />

A more recent activity concerns the numerical simulation of acoustic scattering in presence of an arbitrary<br />

mean flow : the method couples continuous and discontinuous finite elements with Perfectly Matched<br />

Layers. Two different approaches have been constructed and implemented. Several boundary conditions<br />

are analyzed. This activity is part of the ANR project AEROSON (in partnership with EADS and with<br />

POEMS and LAUM laboratories).<br />

Our team has also produced, in collaboration with the INRIA Project DEFI, some contributions in the<br />

domain of electromagnetic imaging by the Linear Sampling Method (LSM). In partnership with the<br />

<strong>CERFACS</strong> Algo team, a very fast solution algorithm has been developed and tested. Some theoretical<br />

aspects are currently studied, which could help to image the interior of the scatterer.<br />

Finally, the team contributes to the development of a high order Discontinuous Galerkin scheme for transient<br />

Maxwell’s equations, including local time-stepping and adaptative refinement strategy. This approach is<br />

implemented in the ONERA code.<br />

<strong>CERFACS</strong> ACTIVITY REPORT 47

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