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dfrctthesis
- fractional order cosine transform
A-Lyapunov-approach-to-the-stabilility-of-Fractio
- lyapunov approach to cheking stability of fractional order systems help you to know about stability of fractional order systems -lyapunov approach to cheking stability of fractional order systems help you to know about stability of fractional ord
5
- This paper presents a method for optimum tuning of Fractional PID controllers using PSO algorithm which have fractional or integer order transfer functions. Particle swarm optimization (PSO) is a robust stochastic optimization technique based on the
06C07_01657207_fo-pid
- In this paper, a fractional order PID controller is investigated for a position servomechanism control system considering actuator saturation and the shaft torsional flexibility. For actually implementation, we introduced a modified approximation m
lu
- 实现分数阶LU系统的绘制以及求解混沌吸引子-Plotting of fractional order systems and solving LU chaotic attractors
Chen-system-synchronaziton
- 基于波特图的频域近似方法，研究了分数阶)*+ 混沌系统，并设计了一种树形电路单元来实现分数阶)*+ 混沌 系统，通过对&,! 阶)*+ 混沌系统的电路仿真和实验，以及!- #,.—#, （步长#, ）)*+ 混沌系统的电路仿真，验证了 树形电路单元的有效性，证实分数阶)*+ 混沌系统中确实存在混沌现象，且存在混沌的最低阶数为#,/0 设计简单 有效的线性反馈控制器，实现了分数阶)*+ 混沌系统的混沌控制0-Bode plot approximation method based on
A-new-four-dimensiona
- 基于波特图的频域近似方法，研究了分数阶)*+ 混沌系统，并设计了一种树形电路单元来实现分数阶)*+ 混沌 系统，通过对&,! 阶)*+ 混沌系统的电路仿真和实验，以及!- #,.—#, （步长#, ）)*+ 混沌系统的电路仿真，验证了 树形电路单元的有效性，证实分数阶)*+ 混沌系统中确实存在混沌现象，且存在混沌的最低阶数为#,/0 设计简单 有效的线性反馈控制器，实现了分数阶)*+ 混沌系统的混沌控制0-Bode plot approximation method based on