Optimized Schwarz Methods for Heterogeneous Helmholtz and Maxwell's Equations

A specifically designed prototype representing the indoor condition of a building (with controlled depressurization and ventilation) is installed on the basin. Results show that

We improve the performance of high order meth- ods in highly heterogeneous media, by refin- ing the approximation of the velocity parameter without changing the finite element mesh

Nous avons utilisé un mélange de métaux car les données récentes publiées sur la protéine HMA1 suggèrent qu'elle pourrait être impliquée dans le transport du cuivre, du zinc,

La classification présentée ici propose de discriminer deux composantes dans l’organisation de ces matériaux paracristallins : les défauts de structure du réseau graphiti- que,

We believe that our theoretical results together with the numerical experiments assert that the MMAm coupled with high order polynomials is a superior alternative to classical

20 2.2 Optimized Schwarz Waveform Relaxation Methods For One Dimensional Heat Equation With First Order Transmission

Thus the algorithm is dened as in the classical Schwarz case, but like in waveform relaxation, time dependent subproblems are solved, which explains the name of these methods..

Again, we test the convergence to the null solution, and since the Classical Schwarz algorithm is not convergent in the absence of overlap, we consider here only the Optimized