FDTD Method for Dispersive Medium Characterized by Rational Function (Special Issue on Computational Electromagnetics)
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概要
- 論文の詳細を見る
Recursive convolution (RC) approach and later piecewise linear recursive convolution (PLRC) approach which greatly improves the accuracy of the original RC approach, have been proposed for analyzing the electromagnetic propagation through linear dispersive materials using the finite difference time domain (FDTD) method. However, these methods can not be applied directly when the dispersion function has multi-order poles. In this paper the PLRC approach are extended to a rational function having the poles of multi-order.
- 社団法人電子情報通信学会の論文
- 1998-12-25
著者
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Uno T
Tokyo Univ. Agriculture And Technol. Koganei‐shi Jpn
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UNO Toru
the Faculty of the Engineering, Tokyo University of Agriculture and Technology
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Uno Toru
The Faculty Of Engineering Tokyo University Of Agriculture And Technology
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ARIMA Takuji
Faculty of Engineering, Tokyo University of Agriculture and Technology
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ARIMA Takuji
the Faculty of Engineering, Tokyo University of Agriculture and Technology
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Arima T
Faculty Of Engineering Tokyo University Of Agriculture And Technology
関連論文
- FDTD Analysis of Three-Dimensional Light-Beam Scattering from the Magneto-Optical Disk Structure (Special Issue on Computational Electromagnetics)
- Incorporation of Modified Quasi-Static Approximation into the FDTD Analysis of Rectangular Loop Antenna(Antennas and Propagation)
- Extension of the Quasi-Static Approximation Technique to a Long Dipole Antenna for Improvement of the Accuracy of FDTD Calculation(Antennas and Propagation)
- FDTD Method for Dispersive Medium Characterized by Rational Function (Special Issue on Computational Electromagnetics)
- Improvement of FDTD Calculation Accuracy for Analyzing Linear Antenna on Dielectric Substrate by Using Quasi-static Approximation
- Measurement of Whole Body SAR by using Wheeler Method and its FDTD Simulation(2012 Korea-Japan Antennas and Propagation Workshop)