Fuzzy Lyapunov exponents placement for chaos stabilization
B Kharabian, H Mirinejad - Physica D: Nonlinear Phenomena, 2023 - Elsevier
This paper presents a novel chaos stabilization method using fuzzy Lyapunov exponents
placement. An adaptive neuro-fuzzy inference system (ANFIS) learning method is used to …
placement. An adaptive neuro-fuzzy inference system (ANFIS) learning method is used to …
Design and experimental verification of multiple delay feedback control for time-delay nonlinear oscillators
LB Le, K Konishi, N Hara - Nonlinear dynamics, 2012 - Springer
This study aims to show that a multiple delay feedback control method can stabilize unstable
fixed points of time-delay nonlinear oscillators. The boundary curves of stability in a control …
fixed points of time-delay nonlinear oscillators. The boundary curves of stability in a control …
Dynamics of PFC power converters subject to time‐delayed feedback control
A El Aroudi, M Orabi - International Journal of Circuit Theory …, 2012 - Wiley Online Library
Power factor correction converters are power electronics circuits used as AC‐DC power
supplies. These systems are well known to exhibit nonlinear phenomena such as …
supplies. These systems are well known to exhibit nonlinear phenomena such as …
An adaptive delayed feedback control method for stabilizing chaotic time-delayed systems
B Rezaie, MR Jahed Motlagh - Nonlinear Dynamics, 2011 - Springer
This paper addresses a new adaptive delayed feedback control technique for stabilizing a
class of chaotic time-delayed systems with a variable parameter. In the proposed scheme …
class of chaotic time-delayed systems with a variable parameter. In the proposed scheme …
Fuzzy feedback control of chaotic systems via Lyapunov exponents placement
B Kharabian, H Mirinejad - 2022 International Conference on …, 2022 - ieeexplore.ieee.org
This work presents a nonlinear fuzzy feedback control approach for stabilizing the unknown
chaotic systems via Lyapunov exponents placement. An adaptive neuro-fuzzy inference …
chaotic systems via Lyapunov exponents placement. An adaptive neuro-fuzzy inference …
[图书][B] Frequency-Domain Approach to Hopf Bifurcation Analysis: Continuous Time-Delayed Systems
This introductory chapter aims to provide a brief background material before presenting the
main contents of this book in the following chapters. Here, several stability and bifurcation …
main contents of this book in the following chapters. Here, several stability and bifurcation …
Complete synchronization of double-delayed Rössler systems with uncertain parameters
JY Sang, J Yang, LJ Yue - Chinese Physics B, 2011 - iopscience.iop.org
In this paper, we investigate complete synchronization of double-delayed Rössler systems
with uncertain parameters as the master system is in chaotic synchronization. The uncertain …
with uncertain parameters as the master system is in chaotic synchronization. The uncertain …
[PDF][PDF] Delayed feedback control of bao chaotic system based on HOPF bifurcation analysis
F Khellat - Journal of Engineering Science and Technology …, 2015 - jestr.org
This paper is concerned with bifurcation and chaos control in a new chaotic system recently
introduced by Bao et al [9]. First a condition that the system has a Hopf bifurcation is derived …
introduced by Bao et al [9]. First a condition that the system has a Hopf bifurcation is derived …
Sliding adaptive fuzzy control for a class of time-delayed chaotic systems
N Farzbod, MA Shoorehdeli… - … on Fuzzy Systems …, 2011 - ieeexplore.ieee.org
In this study, sliding adaptive fuzzy control (SAFC) is proposed to chaos control for a class of
time-delayed chaotic systems. An adaptation law based on Gradient Descent (GD) method …
time-delayed chaotic systems. An adaptation law based on Gradient Descent (GD) method …
Period-one rotating solution of parametric pendulums by iterative harmonic balance
H Zhang - 2012 - scholarspace.manoa.hawaii.edu
In this study, an iterative method based on harmonic balance for the period-one rotation of
parametrically excited pendulum is proposed. Based on the characteristics of the period-one …
parametrically excited pendulum is proposed. Based on the characteristics of the period-one …