On a Ring of Chaotic Circuits Coupled by Inductors
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概要
- 論文の詳細を見る
In this study, a ring of simple chaotic circuits coupled by inductors is investigated. An extremely simple three-dimensional autonomous circuit is considered as a chaotic subcircuit. By carrying out circuit experiments and computer calculations for two, three or four subcircuits case, various synchronization phenomena of chaos are confirmed to be stably generated. For the three subcircuits case, two different synchronization modes coexist, namely in-phase synchronization mode and three-phase synchronization mode. By investigating Poincare map, we can see that two types of synchronizations bifurcate to quasi-synchronized chaos via different bifurcation route, namely in-phase synchronization undergoes period-doubling route while three-phase synchronization undergoes torus breakdown. Further, we investigate the effect of the values of coupling inductors to bifurcation phenomena of two types of synchronizations.
- 社団法人電子情報通信学会の論文
- 1995-05-25
著者
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Nishio Yoshifumi
Faculty Of Engineering Tokushima University
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USHIDA Akio
Faculty of Engineering, Tokushima Bunri University
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Ushida Akio
Faculty Of Engineering Tokushima University
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