Publications
Detail of publication
Citation
p. 1-6, AGH-UST , Krakow , 2004. : Fractal system identification for robust control - the moment approach . 5th international carpathian control conference,
Abstract
In the last decade, several authors focus on fractional-order systems (called also fractal systems), which can describe reality better than classical integer-order models. The fractional-order description is based on generalized fractional order derivative and integral operators. This paper deals with fractional order system identification for the purpose of a robust controller design. The proposed method combines two pieces of information: a priori information and experimental data. Firstly, the class of all admissible process models is defined as the set of all a priori admissible transfer functions which are consistent with experimental data (moments of the system). Using a value set approach, the parameterization of all so called extreme transfer functions (those that are important for robust design) is presented.
Detail of publication
Title: | Fractal system identification for robust control - the moment approach |
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Author: | Schlegel, M. ; Čech, M. |
Language: | English |
Date of publication: | 25 May 2004 |
Year: | 2004 |
Type of publication: | Papers in proceedings of reviewed conferences |
Title of journal or book: | 5th international carpathian control conference |
Page: | 1 - 6 |
ISBN: | 83-89772-00-0 |
Publisher: | AGH-UST |
Address: | Krakow |
Date: | 25 May 2004 - 28 May 2004 |
Keywords
fractional order systems, identification, moments, value set, robust design
BibTeX
@INPROCEEDINGS{SchlegelM_2004_Fractalsystem, author = {Schlegel, M. and \v{C}ech, M.}, title = {Fractal system identification for robust control - the moment approach}, year = {2004}, publisher = {AGH-UST }, journal = {5th international carpathian control conference}, address = {Krakow }, pages = {1-6}, ISBN = {83-89772-00-0}, url = {http://www.kky.zcu.cz/en/publications/SchlegelM_2004_Fractalsystem}, }