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Laboratoire de recherche
UMR 6602 - UCA/CNRS/SIGMA

Annuaire

Edee Kofi


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Fonction : Enseignant chercheur (Permanent Ip)
Axe : Photon
Thème : N2
Téléphone : +33473405203
Fax : +33 4 7340 7340



Publications associées :
22 publication trouvées


2016
ACTI
KAISSARABBOUD M., SALEH H., CHARON J., GEFFRIN J., CORNET J., DAUCHET J., GRANET G., EDEE K.
Derivation of the radiation pattern of a spheroidal particle with the Aperiodic Fourier Modal Method.



2015
ACL
EDEE K., PLUMEY J.
Numerical scheme for the modal method based on subsectional Gegenbauer polynomial expansion: application to biperiodic binary grating



ACTI
ABBOUD M., GRANET G., EDEE K., CORNET J., DAUCHET J.
Computation of spheroidal micro-organisms cross sections using the Aperiodic Fourier Modal Method



COM
ABBOUD M., GRANET G., EDEE K., CORNET J., DAUCHET J.
Computation of spheroidal micro-organisms cross sections using the Aperiodic Fourier Modal Method



ABBOUD M., EDEE K., GRANET G., CORNET J., DAUCHET J.
Méthode modale de Fourier couplée au formalisme intégral du champ diffracté pour le calcul des propriétés radiatives des micro-organismes sphéroïdaux



2014
ACL
EDEE K., ABBOUD M., GRANET G., CORNET J., GIPIUS N.
Mode solver based on Gegenbauer polynomial expansion for cylindrical structures with arbitrary cross sections



EDEE K., ABBOUD M., GRANET G., CORNET J., DAUCHET J.
Reformulation of the modal method based on Gegenbauer polynomial expansion for cylindrical structures with arbitrary cross sections



2013
EDEE K., GUIZAL B.
Modal Method based on subsectional Gegenbauer polynomial Expansion for non periodic structures: complex coordinates implementation



EDEE K., .P.PLUMEY J., .CHANDEZON J.
On the Rayleigh Fourier method and the Chandezon method: Comparative study



2012
EDEE K., FENNICHE I., GRANET G., GUIZAL B.
MODAL METHOD BASED ON SUBSECTIONAL GEGENBAUER POLYNOMIAL EXPANSION FOR LAMELLAR GRATINGS: WEIGHTING FUNCTION, CONVERGENCE AND STABILITY



2011
EDEE K.
Modal method based on subsectional Gegenbauer polynomial expansion for lamellar gratings



EDEE K.
Scattering matrix interpolation from the perturbation method: application to calculation of a grating's electromagnetic and scatterometric signatures



2010
GRANET G., ANDRIAMANAMPISOA L., RANIRIHARINOSY K., ARMEANU A., EDEE K.
Modal analysis of lamellar gratings using the moment method with subsectional basis and adaptive spatial resolution



EDEE K., PLUMEY J., GRANET G., HAZART J.
Perturbation method for the Rigorous Coupled Wave Analysis of grating diffraction.



2008
EDEE K., GUIZAL B., GRANET G., MOREAU A.
Beam implementation in a nonorthogonal coordinate system: Application to the scattering from random rough surfaces



2007
EDEE K., GRANET G., PLUMEY J.
Complex coordinate implementation in the curvilinear coordinate method: application to plane-wave diffraction by nonperiodic



MOREAU A., LAFARGE C., LAURENT N., EDEE K., GRANET G.
Enhanced transmission of slit arrays in an extremely thin metallic film



2006
PLUMEY J., EDEE K., GRANET G.
Modal expansion for the 2D Green's function in a non-orthogonal coordinates system



2005
EDEE K., SCHIAVONE P., GRANET G.
Analysis of defect in extreme UV lithography mask using a modal method based on nodal B-spline expansion



2004
EDEE K., GRANET G., DUSSEAUX R., BAUDIER C.
A hybrid method for the study of plane waves scattering by rough surfaces



EDEE K., GRANET G.
Improvement of the curvilinear coordinate method for scattering from rough surfaces: Reduction of the eigenvalue equation by using eigenvalue degenerescence



BAUDIER C., DUSSEAUX R., EDEE K., GRANET G.
Scattering of a plane wave by one-dimensional dielectric random rough surfaces - study with the curvilinear coordinate method





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