Chaos and Periodic Oscillation of a Multirate Sampled-Data Dynamical System(Nonlinear Problems)
スポンサーリンク
概要
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In this paper, we consider a simple nonlinear system which consists of a chaotic system and multirate sample-hold controllers. The proposed system exhibits some stabilized Unstable Periodic Orbits which are embedded on the chaos attractor of the original chaotic system. We provide a condition to stabilize Unstable Periodic Orbits and its domain of attraction. Some theoretical results are verified in the experimental circuit.
- 社団法人電子情報通信学会の論文
- 2007-09-01
著者
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TSUBONE Tadashi
Department of Electrical Engineering, Nagaoka University of Technology
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Tsubone Tadashi
Nagaoka Univ. Of Technol. Nagaoka‐shi Jpn
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Tsubone Tadashi
Department Of Electrical Engineering Nagaoka University Of Technology
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Kambayashi Noriyoshi
Faculty Of Industrial Systems Niigata Sangyo University
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Kambayashi Noriyoshi
Faculty Of Engineering Nagaoka University Of Technology
関連論文
- Stabilizing Unknown Periodic Orbits of a Chaotic Spiking Oscillator
- A Frequency Domain Adaptive Algorithm for Estimating Impulse Response with Flat Delay and Dispersive Response Region (Special Section on Digital Signal Processing)
- Chaos and Periodic Oscillation of a Multirate Sampled-Data Dynamical System(Nonlinear Problems)
- Manifold Piecewise Constant Systems and Chaos
- Chaos control based on stability Transformation method for unstable periodic orbits