Robust direct adaptive control for a class of systems with delays

IMA Journal of Mathematical Control and Information

Volumn 15, Issue 1, 1998, Pages 25-52

  De La Sen, Manuel ^a   Jugo, Josu ^a  

^a UNIVERSITY OF THE BASQUE COUNTRY UPV EHU   (Spain)

Author keywords

[No Author keywords available]

Indexed keywords

ADAPTIVE CONTROL SYSTEMS; ALGORITHMS; LAPLACE TRANSFORMS; ROBUSTNESS (CONTROL SYSTEMS); SYSTEM STABILITY;

CLOSED-LOOP SYSTEM;

DELAY CONTROL SYSTEMS;

EID: 0032022618     PISSN: 02650754     EISSN: None     Source Type: Journal    
DOI: 10.1093/imamci/15.1.25     Document Type: Article

References (27)

1. AGATHOKLIS, P., & FODA, S., 1989. Stability and the matrix Lyapunov equation for delay-differential systems. International Journal of Control 49, 417-32.
2. AMEMIYA, T., AKAZAWA, K., & TOKUMARU, H., 1988. Delay-independent stabilization and decay rate assignability of linear systems with limited measurable state variables. International Journal of Control 47, 65-73.
3. DE LA SEN, M., 1986. Multirate hybrid adaptive control. IEEE Transactions on Automatic Control 31, 582-86.
4. DE LA SEN, M., 1988a. Fundamental properties of linear control system with after-effect. Part I: the continuous case. Mathematical and Computer Modelling 10, 473-89.
5. DE LA SEN, M., 1988b. Fundamental properties of linear control system with after-effect. Part 2: Extensions including the discrete case. Mathematical and Computer Modelling 10, 491-502.
6. DE LA SEN, M., 1992. On the relations between the stabilization properties of two classes of hereditary linear systems with commensurate delays. International Journal of Systems Science 23, 1667-91.
7. DE LA SEN, M., 1993. On the stabilizability, controllability and observability of linear hereditary systems with distributed commensurate delays. International Journal of Systems Science 24, 33-51.
8. DE LA SEN, M., 1994a. On some structures of stabilizing control laws for linear and time-invariant systems with bounded point delays and unmeasurable state, International Journal of Control 59, 529-41.
9. DE LA SEN, M., 1994b. An adaptive controller for systems with internal point delays which provides asymptotic stability. International Journal of Systems Science 25, 269-99.
10. DE LA SEN, M., & JUGO, J. 1994a. Robust control for a class of systems with internal and external delays. Proceedings of EMCSR'94 Meeting on Cybernetics and Systems Research, Vienna. Vol. 1, pp. 191-8.
11. DE LA SEN, M., & JUGO, J., 1994b. Robust direct adaptive control for a class of systems with delays. 1994 American Control Conference ACC, Baltimore, USA. Vol. 2, pp. 68-72.
12. DELFOUR, M. C., & MANITIUS, A., 1980a,b. The structural operator F and its role in the theory of retarded systems I-II. Journal of Mathematical Analysis and its Applications 73, 466-79; 74, 359-81.
13. DELFOUR, M. C., & MANITIUS, A., 1980a,b. The structural operator F and its role in the theory of retarded systems I-II. Journal of Mathematical Analysis and its Applications 73, 466-79; 74, 359-81.
14. ICHIKAWA, K., 1989. Control of internally delayed plant by using only input-output signals. International Journal of Control 49, 723-43.
15. IOANNOU, P. I., & TSAKALIS, K. S., 1986. A robust direct adaptive controller. IEEE Transactions on Automatic Control 31, 1033-43.
16. JOHANSSON, R., 1986. Estimation and direct adaptive control of delay-differential systems. Automatica 22, 555-60.
17. KAMEN, E. W., 1982. Linear systems with commensurate time delays. Stability and stabilization independent of delay. IEEE Transactions on Automatic Control 27, 367-75.
18. KAMEN, E. W., KHARGONEKAR, P. P., & TANNENBAUM, A., 1985. Stabilization of time-delay systems using finite-dimensional compensators. IEEE Transactions on Automatic Control 30, 75-78.
19. MANITIUS, A. Z., 1984. Feedback controllers for a wind tunnel model involving a delay. Analytical and numerical simulation. IEEE Transactions on Automatic Control 29, 1058-68.
20. MANITIUS, A. Z., & OLBROT, A. W., 1979. Finite spectrum assignment problem for systems with delays. IEEE Transactions on Automatic Control 24, 541-553.
21. MORSE, A. S., 1976. Ring models for clay-differential systems. Automatica 12, 529-31.
22. MORSE, A. S., 1990. Towards a unified theory of parameters adaptive control: Tunability. IEEE Transactions on Automatic Control 35, 1002-12.
23. NARENDRA, K. S., and ANNASWAMY, A. M., 1989. Stable adaptive systems. Prentice-Hall.
24. OLBROT, A. W., 1978. Stabilizability, detectability and spectrum assignment for linear autonomous systems with general time delays. IEEE Transactions on Automatic Control 23, 887-90.
25. WATANABE, K., 1988. Stabilization of linear systems with non-commensurable delays. International Journal of Control 48, 333-42.
26. WATANABE, K., ITO, M., & KANEKO, M., 1984. Finite spectrum assignment problem for systems with multiple commensurable delays in state variables. International Journal of Control 39, 1073-82.
27. WATANABE, K., NOBUYAMA, E., KITAMORI, T., & ITO, M., 1992. A new algorithm for finite spectrum assignment of single-input systems with time-delay. IEEE Transactions on Automatic Control 37, 1377-83.