Mean deviation coupling synchronous control for multiple motors via second-order adaptive sliding mode control
L Li, L Sun, S Zhang - Isa Transactions, 2016 - Elsevier
A new mean deviation coupling synchronization control strategy is developed for multiple
motor control systems, which can guarantee the synchronization performance of multiple …
motor control systems, which can guarantee the synchronization performance of multiple …
Bistable hidden attractors in a novel chaotic system with hyperbolic sine equilibrium
For the past 4 years, there has been a rapid rise in the study of chaotic systems with curves
of equilibria which are categorized as systems with hidden attractors. There is still significant …
of equilibria which are categorized as systems with hidden attractors. There is still significant …
A novel secure communication scheme based on the Karhunen–Loéve decomposition and the synchronization of hyperchaotic Lü systems
This paper proposes a novel secure communication scheme based on the Karhunen–Loéve
decomposition and the synchronization of a master and a slave hyperchaotic Lü systems …
decomposition and the synchronization of a master and a slave hyperchaotic Lü systems …
A study on -dissipative synchronisation of coupled reaction–diffusion neural networks with time-varying delays
MS Ali, Q Zhu, S Pavithra… - International Journal of …, 2018 - Taylor & Francis
This study examines the problem of dissipative synchronisation of coupled reaction–
diffusion neural networks with time-varying delays. This paper proposes a complex …
diffusion neural networks with time-varying delays. This paper proposes a complex …
Event-triggered robust H∞ control for uncertain networked control systems with time delay
Y Shen, M Fei, D Du, C Peng… - Transactions of the …, 2018 - journals.sagepub.com
H∞ control for networked control systems with exogenous disturbances and norm-bounded
parameter uncertainties has been extensively investigated. However, how to better use the …
parameter uncertainties has been extensively investigated. However, how to better use the …
A note on polynomial chaos expansions for designing a linear feedback control for nonlinear systems
This paper presents a polynomial chaos-based framework for designing optimal linear
feedback control laws for nonlinear systems with stochastic parametric uncertainty. The …
feedback control laws for nonlinear systems with stochastic parametric uncertainty. The …
Delay-range-dependent local adaptive and robust adaptive synchronization approaches for time-delay chaotic systems
This paper studies the local adaptive and robust adaptive control methodologies for the
synchronization of the chaotic drive and the response systems with finite time lags, bounded …
synchronization of the chaotic drive and the response systems with finite time lags, bounded …
Robust adaptive finite-time tracking control of uncertain mechanical systems with input saturation and deadzone
B Wang, S Li, Q Chen - … of the Institute of Measurement and …, 2019 - journals.sagepub.com
This paper addresses the problem of robust adaptive finite-time tracking control for a class of
mechanical systems in the presence of model uncertainties, unknown external disturbances …
mechanical systems in the presence of model uncertainties, unknown external disturbances …
An I&I‐based observer to solve the output‐feedback synchronization problem for a class of chaotic systems
C Aguilar‐Ibañez, E García‐Canseco… - Asian Journal of …, 2018 - Wiley Online Library
A novel robust observer, intended to solve the output‐feedback chaos synchronization
problem for the Master/Slave Configuration, is proposed here. Assuming that the given …
problem for the Master/Slave Configuration, is proposed here. Assuming that the given …
New phenomena in Rulkov map based on Poincaré cross section
Y Wang, X Zhang, S Liang - Nonlinear Dynamics, 2023 - Springer
Different from analyzing the time-series directly, the Poincaré cross-sectional method is
employed in the dynamical study of the Rulkov mapping model. More importantly, some new …
employed in the dynamical study of the Rulkov mapping model. More importantly, some new …