Proceedings of the 2016 International Conference on Mechatronics, Control and Automation Engineering 2016
DOI: 10.2991/mcae-16.2016.11
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Robust Auto-tuning Fractional Order Control of an Aerodynamical System

Abstract: The present paper's goal is to offer to the user a method which are similar to the "Plug and Play" idea in the world of "Control": the auto-tuning control structure of a twinrotor aerodynamical system, a highly nonlinear, multi input multi output system. Knowing the fact that in industrial applications PID controllers are widely used, the authors uses a generalized PID: a fractional order PID controller. The controller parameters are tuned based on a novel, simplified algorithm using vector theory. Experimenta… Show more

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Cited by 4 publications
(2 citation statements)
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“…A "plug and play" solution for a multivariable FO-PI controller is developed in [58] for controlling a multivariable twin-rotor aerodynamical system. A decentralized approach is considered and three performance specifications, as in ( 2)-( 4), are used to compute the parameters of the two FO-PI controllers, one for azimuth and one for pitch angle control.…”
Section: Applications and Self-tuned Fo-pidsmentioning
confidence: 99%
See 1 more Smart Citation
“…A "plug and play" solution for a multivariable FO-PI controller is developed in [58] for controlling a multivariable twin-rotor aerodynamical system. A decentralized approach is considered and three performance specifications, as in ( 2)-( 4), are used to compute the parameters of the two FO-PI controllers, one for azimuth and one for pitch angle control.…”
Section: Applications and Self-tuned Fo-pidsmentioning
confidence: 99%
“…A "plug and play" solution for a multivariable FO-PI controller is developed in [58] for controlling a multivariable twin-rotor aerodynamical system. A decentralized approach is considered and three performance specifications, as in ( 2)-( 4 Then, using classical trigonometric equations based on Figure 1, the proportional gain and integral time constant of the FO-PI controller are determined as a function of the fractional order 𝜆, using the gain crossover equation ( 2) and the phase margin equation in (3).…”
Section: Applications and Self-tuned Fo-pidsmentioning
confidence: 99%