AbstractThe goal of this study is the automatic construction of a vectorial polynomial basis for Nédélec mixed finite elements, J.C. Nédélec (1980), in particular, the generation of finite elements without the expression of the polynomial basis functions, using symbolic calculus: the exhibition of basis functions has no practical interest
This paper provides a brief review of the most recent advances in computational electromagnetics reg...
Edge (or Nédélec) finite elements are theoretically sound and widely used by the computational elect...
ii The Finite Element Method (FEM) is an extremely powerful and versatile computa-tional technique. ...
AbstractThe goal of this study is the automatic construction of a vectorial polynomial basis for Néd...
International audienceThe goal of this study is the automatic construction of a vectorial polynomial...
We present a finite element formulation equipped with higher-order basis functions for the electric ...
Different choices are available when constructing vector finite element bases in real coordinates. I...
International audienceExplicit generators for high order ($r>1$) scalar and vector finite element sp...
AbstractH(curl) conforming finite element discretizations are a powerful tool for the numerical solu...
This paper presents new singular curl- and divergence- conforming vector bases that incorporate the ...
This thesis deals with the higher-order Finite Element Method (FEM) for computational electromagneti...
Higher Order Techniques in Computational Electromagnetics explains "high-order" techniques that can ...
A systematic approach to obtaining mixed-order curl-conforming basis functions for a triangular pris...
The goal of the presented work is the efficient computation of Maxwell boundary and eigenvalue probl...
Maxwell's equations are a system of partial differential equations of vector fields. Imposing the co...
This paper provides a brief review of the most recent advances in computational electromagnetics reg...
Edge (or Nédélec) finite elements are theoretically sound and widely used by the computational elect...
ii The Finite Element Method (FEM) is an extremely powerful and versatile computa-tional technique. ...
AbstractThe goal of this study is the automatic construction of a vectorial polynomial basis for Néd...
International audienceThe goal of this study is the automatic construction of a vectorial polynomial...
We present a finite element formulation equipped with higher-order basis functions for the electric ...
Different choices are available when constructing vector finite element bases in real coordinates. I...
International audienceExplicit generators for high order ($r>1$) scalar and vector finite element sp...
AbstractH(curl) conforming finite element discretizations are a powerful tool for the numerical solu...
This paper presents new singular curl- and divergence- conforming vector bases that incorporate the ...
This thesis deals with the higher-order Finite Element Method (FEM) for computational electromagneti...
Higher Order Techniques in Computational Electromagnetics explains "high-order" techniques that can ...
A systematic approach to obtaining mixed-order curl-conforming basis functions for a triangular pris...
The goal of the presented work is the efficient computation of Maxwell boundary and eigenvalue probl...
Maxwell's equations are a system of partial differential equations of vector fields. Imposing the co...
This paper provides a brief review of the most recent advances in computational electromagnetics reg...
Edge (or Nédélec) finite elements are theoretically sound and widely used by the computational elect...
ii The Finite Element Method (FEM) is an extremely powerful and versatile computa-tional technique. ...