Optimized Schwarz method for solving time-harmonic Maxwell's equations discretized by a discontinuous Galerkin method

Orientations of the T-type precipitates (red crosses in b) and d)) are plotted black; those of the matrix and the recovered grain are plotted with the same color as displayed in b)

It relies on the splitting of the time interval into time windows, in which a few iterations of an optimized Schwarz waveform relax- ation algorithm are performed by a

Upon formulation and numerical implementation of a model designed to demonstrate the effects of local particle size distribution effects in a porous asymmetric ceramic structure, it

Two-level overlapping Schwarz algorithms are developed for the fast and stable solution of a staggered discontinuous Galerkin method applied to second order elliptic

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

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

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..

We also applied the modified Bank-Jimack algorithm to the ⌘ equation in one spatial dimension and we showed that the method is an optimized Schwarz method with a special