Quasi-Periodicity Route to Chaos in Josephson Transmission Line
スポンサーリンク
概要
- 論文の詳細を見る
This letter discusses a behavior of solitons in a Josephson junction transmission line which is described by a perturbed sine-Gordon equation. It is shown that a soliton wave leads a quasi-periodic break down route to chaos in a Josephson transmission line. This route show phase locking, quasi-periodic state, chaos and hyper chaos, and these phenomena are examined by using Poincare sections, circle map, rotation number, and so on.
- 社団法人電子情報通信学会の論文
- 1993-09-25
著者
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HIRATA Masaya
Osaka Prefectural College of Technology
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Inagaki Yoshio
College Of Engineering University Of Osaka Prefecture
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Shirao Yoshiaki
the College of Engineering, University of Osaka Prefecture
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Kawabata Hiroaki
the College of Engineering, University of Osaka Prefecture
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Nagahara Toshikuni
the College of Engineering, University of Osaka Prefecture
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Inagaki Yoshio
the College of Engineering, University of Osaka Prefecture
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Kawabata H
Okayama Prefectural Univ. Soja‐shi Jpn
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Tsubata T
Sharp Corp. Mie
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Tsubata Toshihide
the College of Engineering, University of Osaka Prefecture
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Nagahara Toshikuni
College of Engineering, University of Osaka Prefecture
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Shirao Yoshiaki
College Of Engineering University Of Osaka Prefecture
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Nagahara Toshikuni
College Of Engineering University Of Osaka Prefecture
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