Fractional-Order sliding mode control of a 4D memristive chaotic system
Chaotic systems depict complex dynamics, thanks to their nonlinear behaviors. With recent
studies on fractional-order nonlinear systems, it is deduced that fractional-order analysis of a …
studies on fractional-order nonlinear systems, it is deduced that fractional-order analysis of a …
Parametric fractional-order analysis of Arneodo chaotic system and microcontroller-based secure communication implementation
Chaotic systems are often used in cryptology applications thanks to their complex dynamic
structures. By increasing the dynamic diversity of chaotic systems through fractional-order …
structures. By increasing the dynamic diversity of chaotic systems through fractional-order …
A novel memristive chaotic jerk circuit and its microcontroller-based sliding mode control
Due to the experimental realization of memristor circuit elements, research on memristors
and memristor-based circuits has surged. Because of their nonvolatile and nonlinear …
and memristor-based circuits has surged. Because of their nonvolatile and nonlinear …
A Novel Chaotic Attractor With a Line and Unstable Equilibria: Dynamics, Circuit Design, and Microcontroller-Based Sliding Mode Control Un Nouvel Attracteur …
A Gokyildirim - IEEE Canadian Journal of Electrical and …, 2023 - ieeexplore.ieee.org
This study proposes a novel chaotic attractor with seven terms in three simple ordinary
differential equations involving a line and unstable equilibria. The complex dynamical …
differential equations involving a line and unstable equilibria. The complex dynamical …
Incommensurate fractional-order analysis of a chaotic system based on interaction between dark matter and dark energy with engineering applications
H Calgan - Physica A: Statistical Mechanics and its Applications, 2024 - Elsevier
Chaotic systems, characterized by their sensitivity to initial conditions and the presence of
deterministic unpredictability, have garnered significant attention in various fields of science …
deterministic unpredictability, have garnered significant attention in various fields of science …
Dynamic Analysis and Sliding Mode Synchronization Control of Chaotic Systems with Conditional Symmetric Fractional-Order Memristors
H Tian, M Zhao, J Liu, Q Wang, X Yu, Z Wang - Fractal and Fractional, 2024 - mdpi.com
In this paper, the characteristics of absolute value memristors are verified through the circuit
implementation and construction of a chaotic system with a conditional symmetric fractional …
implementation and construction of a chaotic system with a conditional symmetric fractional …
Sensorless robust control for PMSG wind energy conversion systems based on smith predictor ADRC and SMO-PLL estimation
Purpose The purpose of this study is to improve the control performance of wind energy
conversion systems (WECSs) by proposing a new sensorless, robust control strategy based …
conversion systems (WECSs) by proposing a new sensorless, robust control strategy based …
Application of a novel synergetic observer for PMSM in electrical vehicle
This work aims to design a simple and powerful optimal observer for electric vehicles (EV)
propelled by permanent magnet synchronous motor (PMSM) using synergetic theory. The …
propelled by permanent magnet synchronous motor (PMSM) using synergetic theory. The …
Research on Fault Self-healing Simulation of Shipboard Zonal Distribution Power System
M Li, W Shi - 2023 2nd International Conference on Smart Grids …, 2023 - ieeexplore.ieee.org
This paper uses MATLAB/Simulink to build a fault self-healing simulation model of
shipboard zonal distribution power system, uses LabVIEW's MIT toolkit and MATLAB script …
shipboard zonal distribution power system, uses LabVIEW's MIT toolkit and MATLAB script …
Fractional-Order sliding mode control of a 4D memristive chaotic system
A Gökyıldırım, H Çalgan, M Demirtaş - 2023 - dspace.balikesir.edu.tr
Chaotic systems depict complex dynamics, thanks to their nonlinear behaviors. With recent
studies on fractional-order nonlinear systems, it is deduced that fractional-order analysis of a …
studies on fractional-order nonlinear systems, it is deduced that fractional-order analysis of a …