Formation process of hyperbolic soliton in a thin fiber of fused silica
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概要
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Formation process of an ideal soliton is discussed by using valid computer modeling for simulation. A soliton is formed under the condition of balance between nonlinear distortion due to finite amplitude effect and deformation caused by velocity dispersion effect. A model used in this paper is propagation in a thin fiber of fused silica and the velocity dispersion is given by Pochhammer solution. The simulation is done by introducing alternately finite amplitude effect and dispersion effect, without linear absorption. Results obtained are as follows: (1) A hyperbolic pulse makes its waveform change untill it satisfies stable condition of soliton which is expressed by the relation between the pulsewidth and the peak pressure, given by solution of K-dV equation and (2) after the pulse achieved the stable condition, it is not changed the waveform anymore and can propagate with the same waveform without attenuation of peak pressure.
- 社団法人日本音響学会の論文
著者
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Nakamura Akira
Department Oc Macromolecular Science Faculty Of Science Osaka University
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Nakamura Akira
Department Of Electrical Engineering Fukui Institute Of Technology
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