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Articles

The method of fictitious sources as applied to the conical diffraction by a homogeneous rod

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Pages 1-18 | Published online: 03 Apr 2012

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E. Ngakosso, M. Saillard & P. Vincent. (1995) Theoretical and numerical study of conical diffraction by cylindrical objects. Journal of Electromagnetic Waves and Applications 9:4, pages 479-502.
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Articles from other publishers (9)

Jan Adam Kołodziej & Jakub Krzysztof Grabski. (2018) Many names of the Trefftz method. Engineering Analysis with Boundary Elements 96, pages 169-178.
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Didier Felbacq, Frédéric Zolla & Guy Bouchitté. 2016. Metamaterials Modeling and Design. Metamaterials Modeling and Design 211 264 .
Guillaume Dem?sy, Fr?d?ric Zolla, Andr? Nicolet & Mireille Commandr?. (2009) Versatile full-vectorial finite element model for crossed gratings. Optics Letters 34:14, pages 2216.
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F. Zolla & D. Felbacq. (2002) Artificial anisotropy. Artificial anisotropy.
D. Maystre, M. Saillard & G. Tayeb. 2002. Scattering. Scattering 366 383 .
Y. Okuno & H. Ikuno. 1999. Generalized Multipole Techniques for Electromagnetic and Light Scattering. Generalized Multipole Techniques for Electromagnetic and Light Scattering 111 141 .
F. Zolla & R. Petit. (1996) Method of fictitious sources as applied to the electromagnetic diffraction of a plane wave by a grating in conical diffraction mounts. Journal of the Optical Society of America A 13:4, pages 796.
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P. Vincent, M. Saillard & E. Ngakosso. (1995) Rigorous computation of the near field diffracted by a cylinder from dipole sources. IEEE Transactions on Magnetics 31:3, pages 1614-1617.
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F. Zolla, R. Petit & M. Cadilhac. (1994) Electromagnetic theory of diffraction by a system of parallel rods: the method of fictitious sources. Journal of the Optical Society of America A 11:3, pages 1087.
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