A FOMCON project related paper will be presented this summer at the 31st Chinese Control Conference held in Hefei, China. The paper is entitled “A Flexible MATLAB Tool for Optimal Fractional-order PID Controller Design Subject to Specifications”. The paper deals with the issues of implementation of the PI$^{\lambda}$D$^{\mu}$-controller parameter optimization for linear and nonlinear plants. Presenter is once again Aleksei Tepljakov.
Paper abstract: In this paper, we present a flexible optimization tool suitable for fractional-order PID controller design with respect to given design specifications. Fractional-order controllers are based on the rapidly evolving scientific field called fractional-order calculus. Its concepts are applicable in solving many scientific and engineering problems, including robust control system design. The fractional PID is a natural evolution of the conventional PID controller and as such new tuning strategies are now possible due to enhanced accuracy of the fractional-order models. The presented tool, which is a part of FOMCON — a MATLAB fractional-order calculus oriented toolbox, — uses numerical optimization methods to carry out the tuning and obtain a controller for a chosen plant to be controlled, which can either be a fractional-order plant or an integer-order plant.
2 Comments
Hi, I am new to Fractional Control. I have started with basic of Fractional Calculus.
Could you please suggest some area of Fractional Control in which work to be done?
Also, I have few ideas like Closed loop Identification through FC?
Please give your suggestion and guide me as Virtual Guide to do research in FC.
Hello! Please consider this excellent tutorial paper and references therein.