Two-Memristor-Based Chaotic System With Infinite Coexisting Attractors
Qiang Lai, Zhiqiang Wan, Léandre Kamdjeu Kengne, Paul Didier Kamdem Kuate, Chaoyang Chen
Abstract
Chaotic systems with memristor are favored by academia because of diversity of dynamics. This brief reports a novel two-memristor-based 4D chaotic system. Numerical simulation shows that the system can yield infinite coexisting attractors. The generation mode of infinite coexisting attractors is investigated as well. Finally, the circuit and microcontroller-based implementation of two-memristor-based chaotic system are also given, corresponding experimental results fit well with numerical simulations.
Topics & Concepts
MemristorAttractorChaoticComputer scienceMicrocontrollerStatistical physicsComputer simulationControl theory (sociology)Topology (electrical circuits)MathematicsPhysicsSimulationMathematical analysisArtificial intelligenceQuantum mechanicsEmbedded systemCombinatoricsControl (management)Advanced Memory and Neural Computingstochastic dynamics and bifurcationNeural Networks Stability and Synchronization