The interest in fractional-order (FO) control can be traced back to the late nineteenth century.
The growing tendency towards using fractional-order proportional-integral-derivative …

Due to high computational load of ideal realization of fractional order elements, fractional
order transfer functions are commonly implemented via integer-order, limited-band …

This study presents a Fractional Order Proportional Integral Derivative Acceleration
(FOPIDA) controller design methodology to improve set point and disturbance reject control …

This paper aims to present a general identification procedure for fractional first-order plus
dead-time (FFOPDT) models. This identification method is general for processes having S …

There is a growing interest in fractional calculus and Fractional Order (FO) system modeling
in many fields of science and engineering. Utilization of FO models in real-world …

This article presents a comprehensive study that evaluates the potential advantages of
adopting a unified, systematic, and organized general fractional model within the Sliding …

This study discusses a new method for the fractional-order system reduction. It offers an
adaptable framework for approximating various fractional-order systems (FOSs), including …

In this paper, the conceptualization of a control hardware architecture aimed to the
implementation of integer-and fractional-order identification and control algorithms is …

This paper presents a new method for identifying dynamical systems to get fractional-
reduced-order models based on the process reaction curve. This proposal uses information …

In this paper, a fractional order LQG benchmark is proposed for the control performance
assessment of fractional order control systems. Similar to the conventional LQG benchmark …