Non-Stationarity of Chaotic Motions in an Area Preserving Mapping

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概要

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• The power spectrum and the Allan variance are calculated numerically for the standard mapping. The f^<-ν> spectrum is obtained in wide parameter regime. The sojourn time distribution around the main resonance is clarified to be hyperbolic. These results show that the chaotic orbits are endowed with a kind of non-stationarity.

• 一般社団法人日本物理学会の論文
• 1984-05-25

著者

• Kohyama Tamotsu

  Department Of Physics Kyoto University

• KOHYAMA Tamotu

  Faculty of Education, Shiga University

関連論文

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• Statistical Mechanics of Intermittent Chaos : f^ Spectral Behaviors of the Semi-Markovian Class
• Orbital Stability in a Piece-Wise Linear Map of a Circle onto Itself
• A Simulation Method for Shape Transformations of a Closed Interface
• Cellular Automata with Particle Conservation : General and Mathematical Physics
• Buckling of a String in a Plane
• Non-Stationarity of Chaotic Motions in an Area Preserving Mapping

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