Analysis of a Coupled Chaotic System Containing Circuits with Different Oscillation Frequencies

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概要

• 論文の詳細を見る

• In this study, we show how changing a frequency in one of N chaotic circuits coupled by a resistor effects our system by means of both circuit experiment and computer calculation. In these N chaotic circuits, N - 1 circuits are completely identical, and the remaining one has altered the value of the oscillation frequency. It is found that for the case of N = 3 when a value of a coupling resistor is gradually increased, only one circuit with different frequency exhibits bifurcation phenomena including inverse period-doubling bifurcation, and for larger value of coupling resistor, the chaotic circuit with different frequency suddenly stops oscillating and the remaining two chaotic circuits exhibit completely anti-phase synchronization.

• 社団法人電子情報通信学会の論文
• 1997-07-25

著者

• Nishio Yoshifumi

  Faculty Of Engineering Tokushima University

• USHIDA Akio

  Faculty of Engineering, Tokushima Bunri University

• NISHIO Yoshifumi

  the Faculty of Engineering, Tokushima University

• Nishio Yoshifumi

  Electrical And Electronic Engineering The University Of Tokushima

• Ushida Akio

  Faculty Of Engineering Tokushima University

• OKAMOTO Tatsuki

  Faculty of Engineering, Tokushima University

• Okamoto Tatsuki

  Faculty Of Engineering Tokushima University

• Nishio Yoshifumi

  The Faculty Of Science And Technology Keio University

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