Purpose - This paper proposes an automatic procedure to characterize discrete source fields. Design/methodology/approach - A technique is developed to characterize curl-conform fields to be used as source fields or non-local basis functions in finite element formulations. A reduced characterization of such fields using curl-conform finite elements is defined. An automatic construction of these curl-conform spaces is proposed. Findings - A reduced characterization of such fields is shown to be convenient for the coupling with complementary reaction fields and for simply and explicitly defining non-local quantities, such as currents in h-conform magnetodynamic formulations. The reduced form rests on the choice of supports for the fields limit...
This dissertation presents new singular curl- and divergence- conforming vector bases that incorpora...
Purpose - To develop a sub-domain perturbation technique for efficiently modeling moving systems in ...
peer reviewedBoth general families of magnetodynamic formulations, i.e. h- and b-conform formulation...
The consideration of electromagnetic field sources in potential formulations necessitates the defini...
In this paper, we discuss how to efficiently evaluate and assemble general finite element variationa...
AbstractThe consideration of electromagnetic field sources in potential formulations necessitates th...
peer reviewedThe discretized source magnetic vector potential Aj, interpolated from source field Hs ...
Edge (or Nédélec) finite elements are theoretically sound and widely used by the computational elect...
Maxwell's equations are a system of partial differential equations of vector fields. Imposing the co...
Divergence-conforming Rao-Wilton-Glisson (RWG) functions are commonly used in integral-equation form...
Different choices are available when constructing vector finite element bases in real coordinates. I...
A method for solving eddy current problems in two separate steps is developed for global-local analy...
The research work done by several authors in order to incorporate the edge conditions in the numeric...
Abstract- A finite-element method is described for computing static and stationary electric and magn...
This paper presents a novel approach for incorporating non-cuboidal and rotated cuboidal sources of ...
This dissertation presents new singular curl- and divergence- conforming vector bases that incorpora...
Purpose - To develop a sub-domain perturbation technique for efficiently modeling moving systems in ...
peer reviewedBoth general families of magnetodynamic formulations, i.e. h- and b-conform formulation...
The consideration of electromagnetic field sources in potential formulations necessitates the defini...
In this paper, we discuss how to efficiently evaluate and assemble general finite element variationa...
AbstractThe consideration of electromagnetic field sources in potential formulations necessitates th...
peer reviewedThe discretized source magnetic vector potential Aj, interpolated from source field Hs ...
Edge (or Nédélec) finite elements are theoretically sound and widely used by the computational elect...
Maxwell's equations are a system of partial differential equations of vector fields. Imposing the co...
Divergence-conforming Rao-Wilton-Glisson (RWG) functions are commonly used in integral-equation form...
Different choices are available when constructing vector finite element bases in real coordinates. I...
A method for solving eddy current problems in two separate steps is developed for global-local analy...
The research work done by several authors in order to incorporate the edge conditions in the numeric...
Abstract- A finite-element method is described for computing static and stationary electric and magn...
This paper presents a novel approach for incorporating non-cuboidal and rotated cuboidal sources of ...
This dissertation presents new singular curl- and divergence- conforming vector bases that incorpora...
Purpose - To develop a sub-domain perturbation technique for efficiently modeling moving systems in ...
peer reviewedBoth general families of magnetodynamic formulations, i.e. h- and b-conform formulation...