Superluminal Group Velocities in Passive Media(Basic Electromagnetic Analysis)(<Special Section>Wave Technologies for Wireless and Optical Communications)
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概要
- 論文の詳細を見る
Superluminal group velocity in dispersive media has long been controversial. A partial source of confusion seems to be the absence of high precision numerical results concerning the waveform of the transmitted signal. This paper gives the precise waveforms of a causal half-sine-modulated pulse and a triangle-modulated pulse propagating in the Lorentz medium. Thus, the effects of analyticity of signal are clarified, which the analysis using Gaussian pulse cannot. Further, to deepen understanding of the mechanism of superluminal group velocity, we give a network theoretic consideration.
- 社団法人電子情報通信学会の論文
- 2004-09-01
著者
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Hosono Toshio
Nihon Univ. Tokyo Jpn
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Hosono Toshio
Nihon University
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Hosono Toshio
Nihon Univ.
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HOSONO Hiroyuki
the Dept. Industrial Technology, Nihon University Junior College
関連論文
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- Kramers-Kronig Relation in Complex Form
- Superluminal Group Velocities in Passive Media(Basic Electromagnetic Analysis)(Wave Technologies for Wireless and Optical Communications)
- Characteristics of a polarization splitter constructed from two optical fibers with a circular hollow pit outside a core
- Energy Velocity Defined by Brillouin
- Propagation of Pseudo-Gaussian Pulse in Lorentz medium
- Energy Velocity Defined by Brillouin
- Highly Anomalous Propagation of Pseudo-Gaussian Pulse(Fundamental Theory of Electromagnetic Fields,Recent Progress in Electromagnetic Theory and Its Application)
- The Barycenter Velocity and the Energy Velocity in Lorentz Medium
- Scattering of Electromagnetic Waves by Columnar Dielectric Gratings with Elliptically Layered Media
- Energy Velocity of Electromagnetic Waves in Lossy Lorentz Media
- Amplitude Functions and Transmission Characteristics