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Articles

Analysis of Optical and Millimeter Wave Dielectric Waveguide

Pages 359-377 | Published online: 03 Apr 2012

References

  • Schlosser , W. and Unger , H. G. 1966 . “ Partially filled waveguides and surface waveguides of rectangular cross-section ” . In Advances in Microwaves , New York : Academic Press .
  • Goell , J. E. 1969 . A circular-harmonic computer analysis of rectangular dielectric waveguide . Bell Syst. Tech. J. , 48 : 2133 – 2160 .
  • Marcuse , D. 1973 . Integrated Optics . IEEE Press ,
  • Mercatili , E. A. J. 1969 . Dielectric rectangular waveguide and directional coupler for integrated optics . Bell Syst. Tech. J. , 48 : 2071 – 2102 .
  • Cullen , A. L. , Özkan , O. and Jackson , L. A. 1971 . Point-matching technique for rectangular cross-section dielectric rod . Electron. Lett. , 7 : 497 – 499 .
  • Yeh , C. , Dong , S. B. and Oliver , W. 1975 . Arbitrarily shaped inhomogeneous optical fiber or integrated optical waveguides . J. Appl. Phys. , 46 : 2125 – 2129 .
  • Solbach , K. and Wolff , I. 1978 . The electromagnetic fields and phase constants of dielectric image lines . IEEE Trans. Microwave Theory Tech. , MTT-26 : 266 – 274 .
  • Yeh , C. , Ha , K. , Dong , S. B. and Brown , W. P. 1979 . Single mode optical waveguides . Appl. Optics , 1810 : 1490 – 1504 .
  • Eyges , L. , Gianino , P. and Wintersteiner , P. 1979 . Modes of dielectric waveguides of arbitric cross-sectional shape . J. Opt. Soc. Am. , 69 : 1226 – 1235 .
  • Mittra , R. , Hou , Y. L. and Jamnejad , V. 1980 . Analysis of open dielectric waveguides using mode-matching technique and variational methods . IEEE Trans. Microwave Theory Tech. , MTT-28 : 36 – 43 .
  • de Ruiter , H. M. 1980 . Integral-equation approach to the computation of modes in an optical waveguide . J. Opt. Soc. Am. , 70 Dec. : 1519 – 1524 .
  • Ikeuchi , M. , Sawami , H. and Niki , H. 1981 . Analysis of open-type dielectric waveguides by the finite-element iterative method . IEEE Trans. Microwave Theory Tech. , MTT-29 : 234 – 239 .
  • Mabaya , N. , Lagasse , P. E. and Vanderbulcke , P. 1981 . Finite element analysis of optical waveguides . IEEE Trans. Microwave Theory Tech , MTT-29 : 600 – 605 .
  • Crombach , U. 1981 . Analysis of single and coupled rectangular dielectric waveguides . IEEE Trans. Microwave Theory Tech. , MTT-29 : 870 – 874 .
  • Akiba , S. and Haus , H. A. 1982 . Variational analysis of optical waveguides with rectangular cross-sections . Appl. Opt. , 21 : 804 – 808 .
  • Morita , N. 1982 . A method extending the boundary condition for analyzing guided modes of dielectric waveguides of arbitrary cross-sectional shape . IEEE Trans. Microwave Theory Tech. , MTT-30 : 6 – 12 .
  • Rahman , B. M. A. and Davies , J. B. 1984 . Finite-element analysis of optical and microwave waveguide problems . IEEE Trans. Microwave Theory Tech. , MTT-32 : 20 – 28 .
  • Schweig , E. and Bridges , W. B. 1984 . Computer analysis of dielectric waveguides: A finite-difference method . IEEE Trans. Microwave Theory Tech. , MTT-32 : 531 – 541 .
  • Koshiba , M. , Hayata , K. and Suzuki , M. 1984 . Approximate scalar finite element analysis of anisotropic optical waveguides with off-diagonal elements in a permittivity tensor . IEEE Trans. Microwave Theory Tech. , MTT-32 : 587 – 593 .
  • Wu , R. B. and Chen , C. H. 1985 . A variational analysis of dielectric waveguides by the conformal mapping technique . IEEE Trans. Microwave Theory Tech. , MTT- 33 ( No. 8 ) : 681 – 685 .
  • Bagby , J. S. , Nyguist , D. P. and Drachman , B. C. 1985 . Integral formulation for analysis of integrated dielectric waveguides . IEEE Trans. Microwave Theory Tech. , MTT-33 : 906 – 915 .
  • Su , C. C. 1985 . A surface integral equations method for homogeneous optical fibers and coupled image lines of arbitrary cross sections . IEEE Trans. Microwave Theory Tech. , MTT-33 : 1114 – 1119 .
  • Wu , R. B. and Chen , C. H. 1986 . A scalar variational conformal mapping technique by weakly guiding dielectric waveguides . IEEE J. Quantum Electronics , QE-22 ( No. 5 ) : 595 – 608 .
  • Bierwirth , K. , Schulz , N. and Arndt , F. 1986 . Finite-difference analysis of rectangular dielectric waveguide structures . IEEE Trans. Microwave Theory Tech. , MTT- 34 : 1104 – 1114 .
  • Hayata , K. , Koshiba , M. , Eguchi , M. and Suzuki , M. 1986 . Vectorial finite element method without any spurious solutions for dielectric waveguiding problems using transversemagnetic field component . IEEE Trans. Microwave Theory Tech. , MTT-34 : 1120 – 1124 .
  • Su , C. C. 1986 . A combined method for dielectric waveguides using finite element techniques and the surface integral equations . IEEE Trans. Microwave Theory Tech. , MTT-34 : 1140 – 1146 .
  • Su , C. C. 1987 . Fast algorithm for transversely inhomogeneous optical fibers using the power method and the fast Fourier transform . Proc. IEE , 134 : 276 – 280 . Pt. J
  • Chew , W. C. 1985 . Response of a source on top of a vertically stratified half-space . IEEE Trans. Antennas Propagat. , AP-33 ( No. 6 ) : 649 – 654 .
  • Kong , J. A. 1986 . Electromagnetic Wave Theory , New York : Wiley-Interscience .
  • Lee , C. S. , Lee , S. W. and Chuang , S. L. 1985 . Plot of modal field distribution in rectangular and circular waveguides . IEEE Trans. Microwave Theory Tech. , MTT-33 : 271 – 274 .
  • Collin , R. E. 1960 . Field Theory of Guided Waves , New York : McGraw-Hill .
  • Jackson , J. D. 1962 . Classical Electrodynamics , New York : Wiley .

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