Chaotic Phenomena in Nonlinear Circuits with Time-Varying Resistors
スポンサーリンク
概要
- 論文の詳細を見る
In this paper, four simple nonlinear circuits with time-varying resistors are analyzed. These circuits consist of only four elements; a inductor, a capacitor, a diode and a time-varying resistor and are a kind of parametric excitation circuits whose dissipation factors vary with time. In order to analyze chaotic phenomena observed from these circuits a degeneration technique is used, that is, diodes in the circuits are assumed to operate as ideal switches. Thereby the Poincare maps are derived as one-dimensional maps and chaotic phenomena are well explained. Moreover, validity of the analyzing method is confirmed theoretically and experimentally.
- 社団法人電子情報通信学会の論文
- 1993-03-25
著者
-
NISHIO Yoshifumi
the Faculty of Engineering, Tokushima University
-
Mori Shinsaku
The Faculty of Science and Technology, Keio University
-
Mori Shinsaku
The Faculty Of Science And Technology Keio University
-
Nishio Yoshifumi
The Faculty Of Engineering Tokushima University
-
Nishio Yoshifumi
The Faculty Of Science And Technology Keio University
関連論文
- Efficient Curve Fitting Technique for Analysis of Interconnect Networks with Frequency-Dpendent Parameteters (Section on VLSI Design and CAD Algorithms)
- Analysis of Nonuniform Transmission Lines Using Chebyshev Expansion Method and Moment Techniques (Special Section on VLSI Design and CAD Algorithms)
- Analysis of Nonuniform and Nonlinear Transmission Lines via Frequency-Domain Technique
- BER Estimation of a Chaos Communication System including Modulation-Demodulation Circuits
- On Coupled Oscillators Networks for Cellular Neural Networks
- Synchronization Phenomena in RC Oscillators Coupled by One Resistor
- Van der Pol Oscillators Coupled by Piecewise-Linear Negative Resistor : Asynchronous Oscillations by Self-Modulation Effect (Special Section on Nonlinear Theory and its Applications)
- Special Section on Selected Papers from the 18th Workshop on Circuits and Systems in Karuizawa
- Competing Behavior of Two Kinds of Self-Organizing Maps and Its Application to Clustering(Neural Networks and Bioengineering)
- Performance of Affordable Neural Network for Back Propagation Learning(Nonlinear Problems)
- Tentacled Self-Organizing Map for Effective Data Extraction(Neuron and Neural Networks,Nonlinear Theory and its Applications)
- Generation of Various Types of Spatio-Temporal Phenomena in Two-Layer Cellular Neural Networks(Nonlinear Problems)
- Image Processing of Two-Layer CNNs : Applications and Their Stability(Nonlinear Theory and Its Applications)
- Circuit Realization of a Coupled Chaotic Circuits Network and Irregular Pattern Switching Phenomenon (Special Section on Nonlinear Theory and Its Applications)
- Synchronization Phenomena in Resistively Coupled Oscillators with Different Frequencies (Special Section on Nonlinear Theory and its Applications)
- Cutoff Rate Analysis of Overlapping Multi-Pulse Pulse Position Modulation (OMPPM) in Optical Direct-Detection Channel (Special Section on Information Theory and Its Applications)
- Access Timing Controlled Direct-Detection Optical CDMA Systems with PPM Signaling (Special Section on Information Theory and Its Applications)
- Performance Analysis of Multi-Pulse PPM with Imperfect Slot Synchronization in Optical Direct-Detection Channel
- Self-Organizing Map with False-Neighbor Degree between Neurons for Effective Self-Organization
- Error Spectrum Shaping in 2-D State-Space Digtal Filters Using Error Diagonal Feedback
- A-2-25 Expression-Driven Sketch Animation
- A-2-8 Face Animation Framework for Facial Expression Synthesis
- Analysis of a Coupled Chaotic System Containing Circuits with Different Oscillation Frequencies
- A-2-15 Learning Ability of Evolving Affordable Neural Networks with Genetic Algorithm for Back Propagation Learning
- Performance of Chaos and Burst Noises Injected to the Hopfield NN for Quadratic Assignment Problems(Neural Networks and Bioengineering)
- SPICE Oriented Steady-State Analysis of Large Scale Circuits (Special Section on Nonlinear Theory and its Applications)
- Markov Chain Modeling of Intermittency Chaos and Its Application to Hopfleld NN(Selected Papers from the 16th Workshop on Circuits and Systems in Karuizawa)
- FORWORD(Nonlinear Theory and its Applications)
- Chaotic Wandering and Its Analysis in Simple Coupled Chaotic Circuits
- Analysis of Chaotic Phenomena in Two RC Phase Shift Oscillators Coupled by a Diode
- Chaotic Phenomena in Nonlinear Circuits with Time-Varying Resistors
- Syntheses of Discrete-Time Cellular Neural Networks for Binary Image Processing (Special Section on Neural Nets, Chaos and Numerics)
- A New Neural Network Algorithm with the Orthogonal Optimized Parameters to Solve the Optimal Problems
- A Fast Viterbi Decoding in Optical Channels
- Interactive Facial-Geometric-Feature Animation for Generating Expressions of Novel Faces