In this Note, we introduce the Fourier Singular Complement Method, for solving Maxwell equations in a 3D prismatic domain. The numerical implementation of this method provides a continuous approximation of the electromagnetic field. It can be applied to the computation of propagating and evanescent modes in prismatic stub filters, thus generalizing 2D approaches
This is the first part of a threefold article, aimed at solving numerically the Poisson problem in t...
The methodology for accelerating the convergence of numerical methods for solving Maxwell's equation...
International audienceIn this paper, we present a method to solve numerically the time-dependent Max...
International audienceIn this Note, we introduce the Fourier Singular Complement Method, for solving...
Thèse déposée le 8 Septembre 2005Maxwell equations are easily solved when the computational domain i...
Thèse déposée le 8 Septembre 2005Maxwell equations are easily solved when the computational domain i...
Thèse déposée le 8 Septembre 2005Maxwell equations are easily solved when the computational domain i...
Thèse déposée le 8 Septembre 2005Maxwell equations are easily solved when the computational domain i...
International audienceIn this paper, we present a method to solve numerically the axisymmetric time-...
Abstract. We present an efficient method for computing numerically the so-lution to the time-depende...
Abstract. We present an efficient method for computing numerically the so-lution to the time-depende...
This is the first part of a threefold article, aimed at solving numerically the Poisson problem in t...
International audienceAn original approach of the singular complement method for Maxwell's equations...
In this article, we propose to solve the three-dimensional time-dependent Maxwell equations in a sin...
The solution fields of Maxwell’s equations are known to exhibit singularities near corners, crack ti...
This is the first part of a threefold article, aimed at solving numerically the Poisson problem in t...
The methodology for accelerating the convergence of numerical methods for solving Maxwell's equation...
International audienceIn this paper, we present a method to solve numerically the time-dependent Max...
International audienceIn this Note, we introduce the Fourier Singular Complement Method, for solving...
Thèse déposée le 8 Septembre 2005Maxwell equations are easily solved when the computational domain i...
Thèse déposée le 8 Septembre 2005Maxwell equations are easily solved when the computational domain i...
Thèse déposée le 8 Septembre 2005Maxwell equations are easily solved when the computational domain i...
Thèse déposée le 8 Septembre 2005Maxwell equations are easily solved when the computational domain i...
International audienceIn this paper, we present a method to solve numerically the axisymmetric time-...
Abstract. We present an efficient method for computing numerically the so-lution to the time-depende...
Abstract. We present an efficient method for computing numerically the so-lution to the time-depende...
This is the first part of a threefold article, aimed at solving numerically the Poisson problem in t...
International audienceAn original approach of the singular complement method for Maxwell's equations...
In this article, we propose to solve the three-dimensional time-dependent Maxwell equations in a sin...
The solution fields of Maxwell’s equations are known to exhibit singularities near corners, crack ti...
This is the first part of a threefold article, aimed at solving numerically the Poisson problem in t...
The methodology for accelerating the convergence of numerical methods for solving Maxwell's equation...
International audienceIn this paper, we present a method to solve numerically the time-dependent Max...