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Petit, R.1
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3
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0001653017
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Differential methods
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Vincent, P.1
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4
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Theory of periodic dielectric waveguides
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Peng, S.T.1
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5
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0019586874
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Rigorous coupled-wave analysis of planar-grating diffraction
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Moharam, M.G.1
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8
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Presentation and verification of a differential formulation for the diffraction by conducting gratings
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M. C. Hutley, J. P. Verrill, R. C. McPhedran, M. Nevière, and P. Vincent, "Presentation and verification of a differential formulation for the diffraction by conducting gratings," Nouv. Rev. Opt. 6, 87-95 (1975).
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Hutley, M.C.1
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9
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About the theory of optical grating coupler-waveguide systems
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10
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Systematic study of resonances of holographic thin film couplers
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M. Nevière, P. Vincent, R. Petit, and M. Cadilhac, "Systematic study of resonances of holographic thin film couplers," Opt. Commun. 9, 48-53 (1973).
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11
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G. Tayeb, "Contribution à l'etude de la diffraction des ondes électromagnétiques par des réseaux. Réflexions sur les méthodes existantes et sur leur extension aux milieux anisotropes," Ph.D. dissertation, No. 90/Aix 3/0065 (University of Aix-Marseille, Marseille, France, 1990).
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Tayeb, G.1
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12
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0016036082
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Sur la théorie du réseau conducteur et ses applications à l'optique
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M. Nevière, P. Vincent, and R. Petit, "Sur la théorie du réseau conducteur et ses applications à l'optique," Nouv. Rev. Opt. 5, 65-77 (1974).
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Nevière, M.1
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13
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14
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0001493779
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Grating theory: New equations in Fourier space leading to fast converging results for TM polarization
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E. Popov and M. Nevière, "Grating theory: new equations in Fourier space leading to fast converging results for TM polarization," J. Opt. Soc. Am. A 17, 1773-1784 (2000).
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15
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0009903596
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Differential theory of gratings made of anisotropic materials
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16
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0041605068
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Reformulation of differential method for anisotropic gratings in conical mounting
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Polytechnic International, Montreal, Canada
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Watanabe, K.1
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17
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0001648430
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Maxwell equations in Fourier space: Fast-converging formulation for diffraction by arbitrary shaped, periodic, anisotropic media
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E. Popov and M. Nevière, "Maxwell equations in Fourier space: fast-converging formulation for diffraction by arbitrary shaped, periodic, anisotropic media," J. Opt. Soc. Am. A 18, 2886-2894 (2001).
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Popov, E.1
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18
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84887465497
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Fast converging formulation of differential theory for non-smooth gratings made of anisotropic materials
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to be published
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K. Watanabe, "Fast converging formulation of differential theory for non-smooth gratings made of anisotropic materials," Radio Sci. (to be published).
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Watanabe, K.1
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19
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4444369047
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Reformulation of the Fourier modal method for surface-relief grating made with anisotropic materials
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Li, L.1
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E. Popov, M. Nevière, B. Gralak, and G. Tayeb, "Staircase approximation validity for arbitrary shaped gratings," J. Opt. Soc. Am. A 19, 33-42 (2002).
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21
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84893994591
-
-
note
-
Actually, the distinction between upward and downward waves is not obvious in anisotropic media. A detail discussion is given in Refs. 11 and 19.
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22
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0002127645
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Formulation and comparison of two recursive matrix algorithms for modeling layered diffraction gratings
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23
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0032184322
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Waveguide confinement of Cerenkov second-harmonic generation through a graded-index grating coupler: Electromagnetic optimization
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F. Montiel, M. Nevière, and P. Peyrot, "Waveguide confinement of Cerenkov second-harmonic generation through a graded-index grating coupler: electromagnetic optimization," J. Mod. Opt. 45, 2169-2186 (1998).
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