International audienceThe Finite Element Tearing and Interconnecting method for the Helmholtz equation is a recent nonoverlapping domain decomposition method for solving linear systems arising from the finite element discretization of Helmholtz problems in bounded domains. This method was validated on two-dimensional external problems with first-order absorbing boundary conditions. The purpose of this paper is to study the robustness and efficiency of iterative methods for the solution of the associated interface problem for three-dimensional interior problems arising from the automotive industry
A new domain decomposition method is introduced for the heterogeneous 2-D and 3-D Helmholtz equation...
The time-harmonic acoustic scattering in multi-layered media is modeled with an inhomogeneous Helmho...
We propose a discrete weighted Helmholtz decomposition for edge element functions. The decomposition...
International audienceWe present two different but related Lagrange multiplier based domain decompos...
In this paper, we first show that the domain decomposition methods that are usually efficient for so...
International audienceSolving the Helmholtz equation by finite element methods is quite important in...
International audienceThis paper is dedicated to recent developments of a two-Lagrange multipliers d...
Recently, a discontinuous Galerkin finite element method with plane wave basis functions was introdu...
International audienceThis paper is dedicated to the optimal convergence properties of a domain deco...
Domain decomposition methods for solving Helmholtz equation are considered. Such methods rely on tra...
Abstract. A variant of balancing domain decomposition method by constraints (BDDC) is pro-posed for ...
A non-overlapping domain decomposition method is proposed to solve large-scale finite element models...
The combination of finite and boundary element methods for the numerical solution of coupled problem...
The numerical solution of high-frequency Helmholtz problems by discretization methods such as the fi...
A variant of balancing domain decomposition method by constraints (BDDC) is proposed for solving a c...
A new domain decomposition method is introduced for the heterogeneous 2-D and 3-D Helmholtz equation...
The time-harmonic acoustic scattering in multi-layered media is modeled with an inhomogeneous Helmho...
We propose a discrete weighted Helmholtz decomposition for edge element functions. The decomposition...
International audienceWe present two different but related Lagrange multiplier based domain decompos...
In this paper, we first show that the domain decomposition methods that are usually efficient for so...
International audienceSolving the Helmholtz equation by finite element methods is quite important in...
International audienceThis paper is dedicated to recent developments of a two-Lagrange multipliers d...
Recently, a discontinuous Galerkin finite element method with plane wave basis functions was introdu...
International audienceThis paper is dedicated to the optimal convergence properties of a domain deco...
Domain decomposition methods for solving Helmholtz equation are considered. Such methods rely on tra...
Abstract. A variant of balancing domain decomposition method by constraints (BDDC) is pro-posed for ...
A non-overlapping domain decomposition method is proposed to solve large-scale finite element models...
The combination of finite and boundary element methods for the numerical solution of coupled problem...
The numerical solution of high-frequency Helmholtz problems by discretization methods such as the fi...
A variant of balancing domain decomposition method by constraints (BDDC) is proposed for solving a c...
A new domain decomposition method is introduced for the heterogeneous 2-D and 3-D Helmholtz equation...
The time-harmonic acoustic scattering in multi-layered media is modeled with an inhomogeneous Helmho...
We propose a discrete weighted Helmholtz decomposition for edge element functions. The decomposition...