A Fast and Precise Parallel Numerical Model Using PML for Maxwell's Equations
Résumé
In this work, we have designed a numerical model to solve a three-dimensional (3D) time-harmonic Maxwell’s equations appearing in biomedical applications when a perfectly matched layer (PML) is used to truncate the unbounded domain. Besides, we are using PML as transmission conditions at the interfaces between subdomains in a domain decomposition method. These two implementations of PML will result on one
side in the improvement in the accuracy of the solution compared to the absorbing boundary conditions and on the other side will contribute to the acceleration of the computations.