Stable ℋ ∞ controller design for systems with multiple input/output time-delays

Automatica

Volumn 48, Issue 3, 2012, Pages 563-568

  Ünal, Hakki Ulaş ^a   Ftar, Altuǧ ^a  

^a ANADOLU UNIVERSITY   (Turkey)

Author keywords

control; Infinite dimensional systems; Strong stabilization; Time delay

Indexed keywords

CONTROLLER DESIGNS; INFINITE-DIMENSIONAL SYSTEM; MULTI-INPUTMULTI-OUTPUT SYSTEMS; MULTIPLE INPUTS; SMALL GAIN THEOREM; STRONG STABILIZATION;

ALGORITHMS;

TIME DELAY;

EID: 84857787856     PISSN: 00051098     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.automatica.2012.01.001     Document Type: Article

References (25)

1. Abedor, J. L.; & Poolla, K. (1989). On the strong stabilization of delay systems. In Proceedings of the IEEE conference on decision and control (pp. 23172318). Tampa, FL, USA. (Pubitemid 20701200)
2. H 2 strong stabilization Automatica 39 2003 1205 1211
3. ∞ stabilization with a new slack variable approach Automatica 45 2009 1861 1867
4. R.F. Curtain, and H. Zwart An introduction to infinite-dimensional linear systems theory 1995 Springer-Verlag New York
5. C. Foias, H. zbay, and A. Tannenbaum Robust control of infinite dimensional systems: frequency domain methods Lecture notes in control and information sciences, no. 209 1996 Springer-Verlag London
6. ∞ controller design IEEE Transactions on Automatic Control 50 2005 2083 2087
7. ∞ controller design for time-delay systems International Journal of Control 81 2008 546 556
8. ∞ control 1996 Birkhauser Boston
9. ∞ controller via the chain scattering framework Systems and Control Letters 47 2002 121 127 (Pubitemid 34965448)
10. ∞ controller International Journal of Control 78 2005 1437 1446
11. ∞ control of systems with multiple I/O delays via decomposition to adobe problems IEEE Transactions on Automatic Control 50 2005 199 211 (Pubitemid 40319350)
12. ∞ control for dead-time systems IEEE Transactions on Automatic Control 45 2000 272 285
13. S.-I. Niculescu Delay effects on stability: a robust control approach Lecture notes in control and information sciences, no. 269 2001 Springer-Verlag London
14. zbay, H. (2008). On strongly stabilizing controller synthesis for time delay systems. In Proceedings of the 17th IFAC word congress (pp. 63426346). Seoul, Korea.
15. ∞ controller design for systems with time-delays J.C. Willems, S. Hara, Y. Ohta, H. Fujioka, Perspectives in mathematical system theory, control, and signal processing Lecture notes in control and information sciences Vol. 398 2010 Springer Verlag Berlin 105 113
16. ∞ optimization Systems and Control Letters 32 1997 111 120 (Pubitemid 127450921)
17. Suyama, K. (1991). Strong stabilization of systems with time-delays. In Proceedings of the 1991 international conference on industrial electronics, control and instrumentation (pp. 17581763). Kobe, Japan. (Pubitemid 23563108)
18. ∞ optimal and suboptimal controllers for infinite dimensional SISO plants IEEE Transactions on Automatic Control 40 1995 751 755
19. ∞ controller design for infinite dimensional plants International Journal of Robust and Nonlinear Control 6 1996 383 397 (Pubitemid 126647380)
20. ∞ controller design for uncertain multiple-time-delay systems. Ph.D. dissertation. Anadolu University, Eskiehir, Turkey. http://huunal.home.anadolu.edu.tr/docs/PhD.pdf.
21. ∞ controller design for systems with multiple time-delays: the case of data-communication networks. In Proceedings of the 17th IFAC word congress (pp. 1334813354). Seoul, Korea.
22. ∞ flow controller design using approximation of FIR filters Transactions of the Institute of Measurement and Control 2010 10.1177/0142331210378872
23. M. Vidyasagar Control system synthesis: a factorization approach 1985 M.I.T. Press Cambridge, MA
24. ∞-controller design problems for MIMO systems Automatica 36 2000 1675 1684
25. K. Zhou, J.C. Doyle, and K. Glover Robust and optimal control 1996 Prentice Hall Englewood Cliffs