Add to ORKGWe consider the time dependent Maxwell’s equations in dispersive media on a bounded domain in three-dimensional space. A fully discrete finite element scheme is developed to approximate the electric field equation derived from the Maxwell’s equations. Optimal energy-norm error estimates are proved for Nédélec curl-conforming edge elements. This is the first finite element error analysis for Maxwell’s equations in dispersive media
International audienceWe derive H(curl)-error estimates and improved L 2-error estimates for the Max...
We study the stability properties of, and the phase error present in, a finite element scheme for Ma...
AbstractThis paper provides a convergence analysis of the finite-element method for time-dependent M...
We consider the time dependent Maxwell’s equations in dispersive media on a bounded domain in three-...
AbstractWe consider the time dependent Maxwell's equations in dispersive media on a bounded three-di...
International audienceA fully discrete finite element method is used to approximate the electric fie...
International audienceA fully discrete finite element method is used to approximate the electric fie...
Summary. A fully discrete finite element method is used to approximate the electric field equation d...
In this paper, we discuss a time domain finite element method for the approximate solution of Maxwel...
This paper deals with some aspects of formulation and implementation of a broadband algorithm with b...
This paper deals with some aspects of formulation and implementation of a broadband algorithm with b...
We discuss a mixed vector finite-element time-domain (FETD) algorithm for simulating Maxwell’s equat...
AbstractIn this paper, we study a perfectly matched layer model for the three-dimensional time-depen...
AbstractWe study a full Maxwell's system accompanied with a non-linear degenerate boundary condition...
International audienceWe derive H(curl)-error estimates and improved L 2-error estimates for the Max...
International audienceWe derive H(curl)-error estimates and improved L 2-error estimates for the Max...
We study the stability properties of, and the phase error present in, a finite element scheme for Ma...
AbstractThis paper provides a convergence analysis of the finite-element method for time-dependent M...
We consider the time dependent Maxwell’s equations in dispersive media on a bounded domain in three-...
AbstractWe consider the time dependent Maxwell's equations in dispersive media on a bounded three-di...
International audienceA fully discrete finite element method is used to approximate the electric fie...
International audienceA fully discrete finite element method is used to approximate the electric fie...
Summary. A fully discrete finite element method is used to approximate the electric field equation d...
In this paper, we discuss a time domain finite element method for the approximate solution of Maxwel...
This paper deals with some aspects of formulation and implementation of a broadband algorithm with b...
This paper deals with some aspects of formulation and implementation of a broadband algorithm with b...
We discuss a mixed vector finite-element time-domain (FETD) algorithm for simulating Maxwell’s equat...
AbstractIn this paper, we study a perfectly matched layer model for the three-dimensional time-depen...
AbstractWe study a full Maxwell's system accompanied with a non-linear degenerate boundary condition...
International audienceWe derive H(curl)-error estimates and improved L 2-error estimates for the Max...
International audienceWe derive H(curl)-error estimates and improved L 2-error estimates for the Max...
We study the stability properties of, and the phase error present in, a finite element scheme for Ma...
AbstractThis paper provides a convergence analysis of the finite-element method for time-dependent M...