Quasi-Solitons in Two-Dimensional Composite Right- and Left-Handed Transmission Lines Periodically Loaded with Schottky Varactors
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概要
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The characteristics of two-dimensional composite right- and left-handed (CRLH) transmission lines periodically loaded with Schottky varactors are discussed in relation to the development of spatially localized pulses. The reductive perturbation method applied to the transmission equation of this Schottky CRLH lines leads to the observation that the two-dimensional nonlinear Schrödinger equation governs the wave property at long wavelengths. From this observation, the condition of two-dimensional Schottky CRLH lines for the development of spatially localized pulses, together with several results of the numerical finite-difference time-domain calculations is discussed.
- Published by the Japan Society of Applied Physics through the Institute of Pure and Applied Physicsの論文
- 2007-08-15
著者
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Narahara Koichi
Department Of Electrical Engineering Yamagata University
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Narahara Koichi
Department of Electrical Engineering, Yamagata University, Yonezawa, Yamagata 992-8510, Japan
関連論文
- Pulse Compression by Quasi-Steady Propagation along Switch Lines
- Characterization of Two-Stage Composite Right- and Left-Handed Transmission Lines
- Development of Solitons in Composite Right- and Left-Handed Transmission Lines Periodically Loaded with Varactors with Symmetrical Capacitance–Voltage Characteristics
- Quasi-Solitons in Two-Dimensional Composite Right- and Left-Handed Transmission Lines Periodically Loaded with Schottky Varactors
- Full-Wave Analysis of Quasi-Steady Propagation along Transmission Lines Periodically Loaded with Resonant Tunneling Diodes