An optimized Schwarz algorithm for the compressible Euler equations

Doing so, the residual-based feature is partially lost, but the numerical dissipation of the new scheme discretizes the same partial derivative operator as the RBC scheme and

We finally obtain a class of schemes which offer many interesting properties: both the density and internal energy positivity are preserved, unconditionnally for the pressure

After having found an optimal algorithm which converges in two steps for the third order model problem, we focus on the Euler system by translating this algorithm into an algorithm

In this work, we have derived the incompressible Euler equations from the Boltz- mann equation in the case of the initial boundary value problem, for a class of boundary conditions

Refining the integer lattice of the toric diagram means orbifoldizing the singular Calabi-Yau manifold. Clearly, we can realize orbifolding by increasing the size

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

-La comparaison de la température critique de flambement des nanotubes de nitrure de bore mono paroi (SWBNNT) en forme zigzag avec différents rapports d'élancement pour les six

Des bactéries isolées à partir des nodules de la légumineuse du genre Phaseolus avec deux variétés ; P.vulgariset P.coccineus sont caractérisés par une étude