On D-Decomposition of Periodically Sampled Hybrid Systems
DOI:
https://doi.org/10.7494/automat.2017.21.1.7Keywords:
periodic sampling, hybrid systems, d-decomposition stabilityAbstract
The problem of the stability of nonunifomly sampled systems
is considerate. To this aim, the D decomposition method for determining
stability region in parameter space is introduced. Basing on obtained
simulation results some comparisons of systems with dierent sampling
patterns are considerate.
References
P. Ben-Romdhane, C. Rebai, A. Ghazel, i in.: Non-uniform sampling schemes for IF sampling radio receiver. International Conference in Tunisia, 15-20 (2016),
Lin Y., Vaidyanathan P. P., Periodically nonuniform sampling of bandpass signals, IEEE Transactions on Circuits and Systems II: Analog and Digital Signal Processing, vol.45(3), 340-351 (1998),
Guo G.: Systems with nonequidistant sampling: controllable? observable? stable? Asian Journal of Control 7, 455-461 (2005),
Feizi S., Angelopoulos G., Goyal V., Mdard M:Energy-efficient time-stampless adaptive nonuniform sampling. Proceedings of the IEEE Sensors, Limerick, 912-915 (2011),
Eng F.: Non-uniform sampling in statistical signal processing. PhD Thesis, 7-29 (2007),
Gryazina E.N., Polyak B.T., Tremba A.A.: D-decomposition technique state-of-the-art. Automation and Remote Control 69, 1991-2026 (2008),
Gryazina E.N.: The D-decomposition theory. Automation and Remote Control 65, 1872-1884 (2004),
Lennartson B, Middleton R., Christiansson A.K., Unifed, periodic and sampled data H1 control using delta operator, Proc. of 43rd Conf. on Decision and Control, Atlantis, Bahamas, 2364-2369 (2004),
Gryazina E.N., Polyak B.T., Stability regions in the parameter space: D-
decomposition revisited, Automatica 42 (1), 13-26 (2006),
Suman S.K., Giri V.K.: Speed control of DC motor using optimization techniques based on PID controller. IEEE International Conference on Engineering and Technology, 581-587 (2016),
