Modeling and adaptive pinning synchronization control for a chaotic-motion motor in complex network

Pinning synchronization of fractional-order complex networks with Lipschitz-type nonlinear dynamics

“…Thus, an effective method to solve this problem is adding controllers to just a limited subset of the network nodes. This approach is known as pinning control, which was first proposed to control chaos in spatiotemporal systems [20][21][22] and proved to be a viable strategy to tame complex networks with different topological structures [23][24][25][26][27][28][29][30][31].…”

Controlling Chaos in Complex Motor Networks by Environment

“…In [21] and [22], the authors controlled all agents in the multiagent network to reach a collective state or an ordered state (called consensus) by simple adaptive control or pinning control under suitable conditions on communication. However, to the best of our knowledge, analytical investigation into controlling chaos in complex motor networks is few [23]. Motivated by the aforementioned, the object of the present brief is to find an appropriate and applicable method for controlling chaos in complex motor networks.…”

Generalized Synchronization with Uncertain Parameters of Nonlinear Dynamic System via Adaptive Control

“…The key technique of chaos synchronization for secret communication has been widely investigated. Until now, a wide variety of approaches have been proposed for control and synchronization of chaotic systems, such as adaptive control [ 20 , 21 ], backstepping control [ 22 – 25 ], sliding mode control [ 26 – 28 ], and fuzzy control [ 29 – 31 ], just to name a few. The forenamed strategies and many other existing skills of synchronization mainly concern the chaos synchronization of two identical chaotic systems with known parameters or identical unknown parameters [ 32 – 38 ].…”