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A fast technique based on perfectly matched layers to model electromagnetic scattering from wires embedded in substrates
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A fast technique based on perfectly matched layers for the full-wave space domain solution of 2D dispersive microstrip lines
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IEEE Trans Microwave Theory Tech
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Efficient mode-matching analysis of discontinuities in finite planar substrates using perfectly matched layers
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H. Derudder, F. Olyslager, D. De Zutter, and S. Van den Berghe, Efficient mode-matching analysis of discontinuities in finite planar substrates using perfectly matched layers, IEEE Trans Antennas Propagat 49 (2001), 185-195.
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Determination of the TE-and TM-mode reflectivity at a laser facet using perfectly matched layers
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H. Derudder, D. De Zutter, and F. Olyslager, Determination of the TE-and TM-mode reflectivity at a laser facet using perfectly matched layers, Proc Third Ann Symp IEEE/LEOS Benelux Chapter, 1998, pp 113-116.
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Derudder, H.1
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0035250557
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Analysis of cylindrical waveguide discontinuities using vectorial eigenmodes and perfectly matched layers
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Berenger and leaky modes in microstrip substrates terminated by a perfectly matched layer
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Rogier, H.1
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Berenger and leaky modes in optical fibers terminated by a perfectly matched layer
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H. Rogier and D. De Zutter, Berenger and leaky modes in optical fibers terminated by a perfectly matched layer, IEEE J Lightwave Technol 20 (2002), 1141-1148.
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Rogier, H.1
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An efficient series expansion for the 2D green's function of a microstrip substrate using perfectly matched layers
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H. Derudder, F. Olyslager, and D. De Zutter, An efficient series expansion for the 2D Green's function of a microstrip substrate using perfectly matched layers, IEEE Microwave Guided Wave Lett 9 (1999), 505-507.
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Derudder, H.1
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0033909470
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On the stretching of Maxwell's equations in general orthogonal coordinate systems and the perfectly matched layer
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L. Knockaert and D. De Zutter, On the stretching of Maxwell's equations in general orthogonal coordinate systems and the perfectly matched layer, Microwave Opt Technol Lett 24 (2000), 31-34.
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Knockaert, L.1
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12
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0003503810
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Wolfram Research Inc., Champaign, IL
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Mathematica 4.0, Wolfram Research Inc., Champaign, IL 1999.
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