Reduced-order modeling for time-domain electromagnetics
Résumé
Reduced-order modeling (ROM) allows to construct simplifications of a high-fidelity model of a complex physical problem. The resulting lower fidelity (also referred as surrogate) model can capture the salient features of the source model so that one can quickly study a system's dominant effects using minimal computational resources. In this contribution, we present our works and achievements toward the development of ROM for time-domain electromagnetics.
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