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EDEE
EDEE
Université Clermont Auvergne
在 uca.fr 的电子邮件经过验证 - 首页
标题
引用次数
引用次数
年份
High-efficiency, large-area, topology-optimized metasurfaces
T Phan, D Sell, EW Wang, S Doshay, K Edee, J Yang, JA Fan
Light: Science & Applications 8 (1), 48, 2019
2952019
Enhanced transmission of slit arrays in an extremely thin metallic film
A Moreau, C Lafarge, N Laurent, K Edee, G Granet
Journal of Optics A: Pure and Applied Optics 9 (2), 165, 2007
642007
Modal method based on subsectional Gegenbauer polynomial expansion for lamellar gratings
K Edee
JOSA A 28 (10), 2006-2013, 2011
532011
MODAL METHOD BASED ON SUBSECTIONAL GEGEN-BAUER POLYNOMIAL EXPANSION FOR LAMELLAR GRATINGS: WEIGHTING FUNCTION, CONVERGENCE AND STABILITY
K Edee, I Fenniche, G Granet, B Guizal
Progress In Electromagnetics Research 133, 17-35, 2013
362013
Scattering of a plane wave by one-dimensional dielectric random rough surfaces—studywith the curvilinear coordinate method
C Baudier, R Dusséaux, KS Edee, G Granet
Waves in random media 14 (1), 61, 2003
352003
Modal analysis of lamellar gratings using the moment method with subsectional basis and adaptive spatial resolution
G Granet, LB Andriamanampisoa, K Raniriharinosy, AM Armeanu, K Edee
JOSA A 27 (6), 1303-1310, 2010
322010
Numerical scheme for the modal method based on subsectional Gegenbauer polynomial expansion: application to biperiodic binary grating
K Edee, JP Plumey
JOSA A 32 (3), 402-410, 2015
302015
Analysis of defect in extreme UV lithography mask using a modal method based on nodal B-spline expansion
K Edee, P Schiavone, G Granet
Japanese Journal of Applied Physics 44 (9R), 6458, 2005
232005
Modal method based on subsectional Gegenbauer polynomial expansion for nonperiodic structures: complex coordinates implementation
K Edee, B Guizal
JOSA A 30 (4), 631-639, 2013
212013
Modal method based on spline expansion for the electromagnetic analysis of the lamellar grating
AM Armeanu, MK Edee, G Granet, P Schiavone
Progress In Electromagnetics Research 106, 243-261, 2010
202010
Scattering of a plane wave by rough surfaces: a new curvilinear coordinate system based approach
G Granet, K Edee, D Felbacq
Prog. Electromagn. Res. 41, 235-250, 2003
162003
Perturbation method for the rigorous coupled wave analysis of grating diffraction
K Edee, JP Plumey, G Granet, J Hazart
Optics express 18 (25), 26274-26284, 2010
152010
Complex coordinate implementation in the curvilinear coordinate method: application to plane-wave diffraction by nonperiodic rough surfaces
K Edee, G Granet, JP Plumey
JOSA A 24 (4), 1097-1102, 2007
152007
Mode solver based on Gegenbauer polynomial expansion for cylindrical structures with arbitrary cross sections
K Edee, M Abboud, G Granet, JF Cornet, NA Gippius
JOSA A 31 (4), 667-676, 2014
132014
On the Rayleigh–Fourier method and the Chandezon method: comparative study
K Edee, JP Plumey, J Chandezon
Optics Communications 286, 34-41, 2013
132013
Beam implementation in a nonorthogonal coordinate system: Application to the scattering from random rough surfaces
K Edee, B Guizal, G Granet, A Moreau
JOSA A 25 (3), 796-804, 2008
132008
Unified numerical formalism of modal methods in computational electromagnetics and the latest advances: applications in plasmonics
K Edee, JP Plumey, B Guizal
Advances in Imaging and Electron Physics 197, 45-103, 2016
122016
Advances in imaging and electron physics
K Edee, JP Plumey, B Guizal
ADVANCES IN IMAGING AND ELECTRON PHYSICS 197, 45-103, 2016
112016
Modal Expansion for the 2D Green's Function in a Non-Orthogonal Coordinates System
J Plumey, K Edee, G Granet
Progress In Electromagnetics Research 59, 101-112, 2006
102006
Understanding the plane wave excitation of the metal-insulator-metal gap plasmon mode of a nanoribbons periodic array: role of insulator-metal-insulator lattice mode
K Edee
OSA Continuum 2 (2), 389-399, 2019
92019
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