Journals Papers

2019

  • T. Phan, D.  Sell E. W. Wang, S. Doshay, K. Edee, J. Yang, J. A. Fan, “High-efficiency, large-area, topology-optimized metasurfaces,” Light: Science & Applications 8(1): 48 (2019)
  • K. Edee, M. Benrhouma,  M. Antezza,  J. A. Fan, B.  Guizal, “Coupling between subwavelength nano-slit lattice modes and metal-insulator-graphene cavity modes: a semi-analytical model ” .  OSA Continuum 2(4) 1296-1309 (2019)
  • K. Edee  “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”   OSA Continuum 2(2) 389-399 (2019)

2018

  • K. Edee, J.-P. Plumey, A. Moreau, and B. Guizal “Matched coordinates in the framework of polynomial modal methods for complex metasurface modeling”  JOSA A Vol. 35, 608-615 (2018)
  • K. Edee “Single mode approach with versatile surface wave phase correction for the extraordinary optical transmission comprehension of 1D period nano-slits arrays”  OSA Continuum 1(2) 613-624  (2018)
  • H. Hyani, B. Sauviac,  K. Edee, G. Granet, and S. Robert, “Numerical Study of a Photonic Jet with Aperiodic Fourier Modal Method and Experimental Validation,” Progress In Electromagnetics Research C, Vol. 88, 133-143, (2018).

2017

  • K. Edee ” Polynomial modal method for analysis of the coupling between a gap plasmon waveguide and a square ring resonator”, Journal of Applied Physics 122, 153102 (2017).

2016

  • M. H. Randriamihaja, G. Granet, K. Edee, K. Raniriharinosy ” polynomial modal analysis of lamellar diffraction gratings in conical mounting” JOSA A Vol. 33, 1679- 1686 (2016).

2015

  • K. Edee, J.-P. Plumey ” Numerical scheme for the modal method based on subsectional Gegenbauer polynomial expansion : application to biperiodic binary grating” JOSA A Vol. 31, 402-410 (2015).

2014

  • K. Edee, M. Abboud, G. Granet, J.-F. Cornet and N. A. Gippius “Mode solver based on Gegenbauer polynomial expansion for cylindrical structures with arbitrary cross sections” JOSA A Vol. 31, 667-676 (2014).
  • K. Edee, M. Abboud, G. Granet, J.- F. Cornet and Jéremi Dauchet “Reformulation of the modal method based on Gegenbauer polynomial expansion for cylindrical structures with arbitrary cross sections” JOSA A Vol. 31, 2174-2178 (2014).

2013

  • K. Edee, I. Fenniche, G. Granet, B. Guizal “Modal method based on subsectional Gegenbauer polynomial expansion for lamellar gratings : Weithing function, convergence and stability” PIER, Vol. 133 17-35, (2013).
  • K. Edee, J-P. Plumey, J. Chandezon “On the Rayleigh-Fourier method and the Chandezon method : Comparative study” Optics Communications, Vol. 286, 34-41, (2013).
  • K. Edee, B. Guizal “Modal method based on subsectional Gegenbauer polynomial ex- pansion for nonperiodic structures : complex coordinates implementation” JOSA A Vol. 30, Iss. 4, 631-639 (2013).

2011

  • K. Edee “A scattering matrix interpolation from perturbation method : Application to calculation of a grating’s electromagnetic and scatterometric signatures” JOSA A, Vol. 28 No7, pp.1408-1428 (2011).
  • K. Edee “Modal method based on subsectional Gegenbauer polynomial expansion for lamellar grating” JOSA A, Vol. 28 No9, (2011).

2010

  • A. M. Armeanu, K. Edee, G. Granet and P. Schiavone “Modal method based on spline expansion for the electromagnetic analysis of the lamellar grating”, Progress In Electromagnetics Research, Vol. 106, 243-261, (2010).
  • G. Granet, L. B. Andriamanampisoa, K. Raniriharinosy, A. M. Armeanu, K. Edee “Modal analysis of lamellar gratings using the moment method with subsectional basis and adaptive spatial resolution”, JOSA A, Vol. 27 Issue 6, pp.1303-1310 (2010).
  • K. Edee, J. P. Plumey, G. Cranet and J. Hazart “Perturbation method for rigorous Coupled Wave Analysis of grating diffraction”. Optics Express Vol. 18, Issue 25, pp 26274-26284 (2010).

2008

  • K. Edee, B. Guizal, G. Cranet and A Moreau “Beam implementation in a nonortho- gonal coordinate system : Application to the scattering from random rough surfaces”. J. Opt. Soc. Am. A Vol. 25, No3 March 2008, pp 796-804 (2008).

2007

  • K. Edee, G. Granet and J. P. Plumey “Complex coordinate implementation in the curvilinear coordinate method : application to plane-wave diffraction by nonperiodic rough surfaces”. J. Opt. Soc. Am. A Vol. 24, No4/ April 2007, pp 1097-1102 (2007).
  • A Moreau, C. Lafarge, N. Laurent, K. Edee, G. Granet “Enhanced transmission of slit arrays in an extremely thin metallic film” J. Opt. A : Pure Appl. Opt. 9 165-169 (2007).

2006

  • J.-P. Plumey, K. Edee, G.Granet, “Modal expansion for the 2D Greens’ function in a non orthogonal coordinate system” Progress In Electromagnetics Research, PIER 59, 101-112. (2006).

2005

  • K. Edee, P. Schiavone, G. Granet, “Analysis of defect in E.U.V lithography mask using a modal method by nodal B-spline expansion”, Japanese Journal of Applied Physics , Vol 44, No9A, 6458-6462 (2005).

2004

  • C. Baudier, R. Dusséaux, K Edee, G. Granet, “Scattering of a plane wave by one- dimensional dielectric random surfaces. Study with the curvilinear method.” Waves in Random Media, 14 pp 61-74 (2004).
  • K. Edee, G.Granet, R. Dusséaux, C. Baudier, “A hybrid method for the study of plane waves scattering by rough surfaces.”, J. Of Electromagn. Waves and Appl., Vol 18, No8, 1001-1015, (2004).
  • K. Edee, G.Granet, “Improvement of the curvilinear coordinate method for scattering from rough surfaces : reduction of the eigenvalue equation by using eigen value degenerscence” J. Of Electromagn. Waves and Appl., Vol 18, No6, 763-768, (2004).

2003

  • G. Granet, K. Edee, D. Felbacq “Scattering of a plane wave by rough surfaces : a new curvilinear coordinate system based approach”, PIER 41, pp 235-250 (2003).

Book Chapter

  • K. Edee, J.-P. Plumey, B. Guizal ” Unified Numerical Formalism of Modal Methods in Computational Electromagnetics and Latest Advances : Applications in Plasmonics” Elsevier, Advances in Imaging and Electron Physics Vol. 197, chapter 2 (2016).

Talks

  • G. Granet, K. Edee “Scattering of plane wave by rough surfaces : A New Curvi- linear Coordinate System Based Approach” PIERS (Progress In Electromagnetics Re- search Symposium), Cambridge, Massachusetts (USA) (2002).
  • K. Edee, G. Granet, J. P. Plumey, R. Dusséaux, “Scattering of plane wave by rough surfaces : Parametric formulation of the Curvilinear Coordinate Method” PIERS 2004, Pise (Italie) (2004).
  • G. Granet, K. Edee, J. P. Plumey, “Complex coordinate transformation as a radiation condition in modal methods”. OWTNM, Grenoble-France (2005).
  • G. Granet, J. P. Plumey, K. Edee, “Complex coordinate transformation as a radiation condition in modal methods” , PIERS, 26-29 Mars Cambridge ,CD ROM (2006).
  • G. Granet, I. Fenniche, K. Edee, J. P. Plumey, E. Jehamy, M. Ney “New method for analysis of contrained metal plate” ICEAA 07 (International Conference on Electroma- gnetics in Advanced Applications), 17-21 September, Torino, ITALY (2007).
  • K. Edee, I. Fenniche, G. Granet, J. P. Plumey, E. Jehamy, M. Ney “Application of aperiodic Fourier modal method to metal-plate lens antennas” EUCAP 2007 (European Conference on Antennas and Propagation), EICC, Edinburgh, UK 11 – 16 November (2007).
  • A. M. Armeanu, K. Edee, G. Granet et P. Schiavone, “The lamellar diffraction grating problem : a spectral method based on spline expansion”, ICMI, Bacau, Roumanie, 8-10 Sept (2009).
  • A. M. Armeanu, L. B. Andriamanampisoa, K. Edee, G. Granet, P. Schiavone, “Modal analysis of conical diffraction by binary gratings using subsectional basis expansion”, EOS, Paris, Octobre (2010.).
  • G. Granet, A. M. Armeanu, L.B. Andriamanampisoa, K. Edee, “Modal analysis of lamellar gratings : a new formulation based on the moment method with subsectional basis and adaptive spatial resolution”, PIERS, Boston, Juillet (2010).
  • A. M. Armeanu, L. B. Andriamanampisoa, K. Edee, G. Granet, P. Schiavone, “Elec- tromagnetic analysis of lamellar diffraction gratings using a spectral method based on spline expansion with a non uniform sampling scheme”, Conférence invité, MSMW10, Kharkov, Ukraine Juin (2010.).
  • G. Granet, A. M. Armeanu and K. Edee, “The lamellar diffraction grating problem : a spectral method based on subsectional basis and adaptive spatial resolution”, Présentation orale, D02010, Koli, Finlande, février (2010).
  • R. Dusséaux, K. Edee, G. Granet, Saddek Afifi, “Electromagnetic scattering from rough layered interfaces : Analysis with the curvilinear coordinate method”, 26th annual Review of Progress in Applied Computational Electromagnetics, Tampere, Finlande, ACES April 26-29 (2010).
  • B. Guizal, K. Edee, J-P. Plumey “Gegenbauer Polynomials Expansion Applied to Crossed Binary Gratings”, PIERS, Prague, July 6-9 (2015).
  • M. Abboud, G. Granet, K. Edee “Computation of spheroidal Micro-organisms Cross Sections Using the Aperiodic Fourier Modal Method”, PIERS, Prague, July 6-9 (2015).
  • K. Edee, P. Bonnet “Efficient statistical analysis of plasmonic devices response with a stochastic collocation method”, AES 2016, July 26-28 Malaga,(2016).
  • M. Abboud, H. Saleh, J. Charon, K. Edee, J.-M. Geffrin, J.- F. Cornet, Jéremi Dauchet, G. Granet “Derivation of the radiation pattern of a spheroidal particle with the Aperiodic Fourier Modal Method”, AES 2016, July 26-28 Malaga,(2016).
  • B. Guizal, M. Ben Rhouma, K. Edee “On the stability of modal methods when dea- ling with lamellar structures with extreme filling ratios”, AES 2016, July 26-28 Ma- laga,(2016).
  • K. Edee, J.-P. Plumey, A. Moreau “Polynomial modal method for complex Meta- surfaces modeling”, META 2017, Seoul, July 25-28 (2017).