DocumentCode
164884
Title
Path tracking design by frequency band limited fractional differentiator prefilter: Square MIMO systems
Author
Yousfi-Allagui, Najah ; Khlif, Rim Jallouli ; Melchior, Pierre ; Lanusse, Patrick ; Derbel, Nabil ; Oustaloup, Alain
Author_Institution
Control & Energy Manage. Lab., Univ. of Sfax, Sfax, Tunisia
fYear
2014
fDate
23-25 June 2014
Firstpage
1
Lastpage
7
Abstract
An approach to path tracking design based on fractional differentiation has been proposed with its application on a multivaribale systems. In previous works, a first approach using Davidson-Cole prefilter has been developed and applied to MIMO (Multi Inputs Multi Outputs) systems. The goal of this paper is the extension of this work using a Frequency Band Limited Fractional Differentiator (FBLFD) prefilter. The global transfer function is assimilated to a FBLFD prefilter, whose main properties are to have no overshoot on the plant and to have maximum control value for starting time. The MIMO-QFT (Multi Input Multi output-Quantitative Feedback Theory) robust synthesis design combined with CRONE control procedure and taking into account plant uncertainties is used in this paper to extract the CRONE controller expression. After that, the prefilter parameters are optimized taking into account tracking performance specifications and actuators physical constraints. The proposed design is applied to an example taken from the literature.
Keywords
MIMO systems; control system synthesis; feedback; robust control; uncertain systems; CRONE control procedure; Davidson-Cole prefilter; FBLFD; MIMO-QFT robust synthesis design; actuators physical constraints; frequency band limited fractional differentiator prefilter; maximum control value; multiinput multioutput-quantitative feedback theory; multivaribale systems; path tracking design; plant uncertainties; square MIMO systems; Educational institutions; Facsimile; Frequency control; MIMO; Tracking loops; Transfer functions; CRONE control design; FBLFD prefilter; Motion control; Multivariable process; Path tracking; Quantitative Feedback Theory (QFT);
fLanguage
English
Publisher
ieee
Conference_Titel
Fractional Differentiation and Its Applications (ICFDA), 2014 International Conference on
Conference_Location
Catania
Type
conf
DOI
10.1109/ICFDA.2014.6967360
Filename
6967360
Link To Document