A Multistable Generalized Meminductor with Coexisting Stable Pinched Hysteresis Loops
Yuan Fang, Yue Deng, Yuxia Li
Abstract
A multistable local active meminductor emulator is proposed in this paper. The mathematical model of the emulator circuits is established. Different periodic stimuli are applied to the presented emulators and coexisting stable pinched hysteresis loops are obtained. The results obtained by experimental equips are consistent with the theoretical analysis, which indicates that the proposed emulators can work as a meminductor.
Topics & Concepts
HysteresisControl theory (sociology)Work (physics)Stability (learning theory)PhysicsBiological systemStatistical physicsComputer scienceCondensed matter physicsBiologyQuantum mechanicsControl (management)Artificial intelligenceMachine learningAdvanced Memory and Neural ComputingNeural Networks and Reservoir ComputingNeural dynamics and brain function