Adaptive Control: A Simplified Approach

Control and Dynamic Systems

Volumn 25, Issue P1, 1987, Pages 187-235

  Bar Kana, Izhak ^a  

^a NONE   (Israel)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 84987425828     PISSN: 00905267     EISSN: None     Source Type: Book Series    
DOI: 10.1016/B978-0-12-012725-2.50008-4     Document Type: Chapter

References (43)

1. ASTRÖM, K.J., WITTENMARK, B., “On Self-Tuning Regulators,”. Automatica 9 (1973), 185–199.
2. ASTRÖM, K.J., BORISSON, U., LJUNG, L., WITTENMARK, B., “Theory and Applications of Self-Tuning Regulators,”. Automatica 13 (1977), 457–476.
3. CLARKE, D.W., GAWTHROP, P.J., “Self-Tuning Controller,”. Proc. IEE-D 122 (1975), 929–934.
4. WELLSTEAD, P.E., EDMUNDS, J.M., PRAGER, D., ZANKER, P., “Self-Tuning Pole/Zero Assignment Regulators,”. Int. J. Control 30 (1979), 1–26.
5. PARKS, P.C., “Lyapunov Redesign of Model Reference Adaptive Control Systems,”. IEEE Trans. Autom. Control AC-11 (1966), 362–367.
6. LANDAU, I.D., “A Survey of Model-Reference Adaptive Techniques: Theory and Applications,”. Automatica 10 (1974), 353–360.
7. MONOPOLI, R.V., “Model Reference Adaptive Control with an Augmented Error Signal,”. IEEE Trans. Autom. Control AC-19 (1974), 474–484.
8. NARENDRA, K.S., VALAVANI, L.S., “Direct and Indirect Adaptive Control,”. Automatica 15 (1979), 653–663.
9. M. BALAS and C.R. Johnson, Jr., “Adaptive Identification and Control of Large-Scale or Distributed Parameter Systems Using Reduced-Order Models,” Workshop Appl. Adapt. Control, 2nd, Yale University, New Haven, Connecticut, 175–181(1981).
10. EGARDT, B., “Stability of Adaptive Controllers, Lecture Notes in Control and Information Sciences,”, 20, 1979, Springer-Verlag, Berlin and New York.
11. ELLIOTT, H., “Direct Adaptive Pole Placement with Application to Nonminimum Phase Systems,”. IEEE Trans. Autom. Control AC-27 (1982), 72–726.
12. FEUER, A., MORSE, A.S., “Adaptive Control of Single-Input, Single-Output Linear Systems,”. IEEE Trans. Autom. Control AC-23 (August 1978), 557–569.
13. GOODWIN, G.C., RAMADGE, P.J., GAINES, P.E., “Discrete–Time Multivariable Adaptive Control,”. IEEE Trans. Autom. Control AC-25 (1980), 449–456.
14. LONESCU, T., MONOPOLI, R.V., “Discrete Model Reference Adaptive Control with an Augmented Error Signal,”. Automatica 13 (1977), 507–517.
15. LANDAU, I.D., “Adaptive Control–The Model Reference Approach,”, 1979, Dekker, New York.
16. LJUNG, L., “On Positive Real Transfer Functions and the Convergence of Some Recursive Schemes,”. IEEE Trans. Autom. Control AC-22 (1977), 539–551.
17. MORSE, A.S., “Global Stability of Parameter's Adaptive Control Systems,”. IEEE Trans. Autom. Control AC-25 (1980), 433–439.
18. NARENDRA, K.S., LIN, Y.H., VALAVANI, L.S., “Stable Adaptive Controller Design–Part lis Proof of Stability,”. IEEE Trans. Autom. Control AC-25 (1980), 440–448.
19. ASTRÖM, K.J., “Theory and Applications of Adaptive Control–A Survey,”. Automatica 19:No. 5 (1983), 471–481.
20. NARENDRA, K.S., MONOPOLI, R.V., (eds.) “Applications of Adaptive Control,”, 1980, Academic Press, New York.
21. ROHRS, C., VALAVANI, L., ATHANS, M., STEIN, G., “Stability Problems of Adaptive Control Algorithms in the Presence of Unmodelled Dynamics,”. Proc. 21st IEEE Conf. Decision Control, Orlando 1 (1983), 3–11.
22. J. BROUSSARD and P. BERRY, “Command Generator Tracking–The Continuous-Time Case,” Technical Report TIM-612–1, TASC (1978).
23. SOBEL, K., KAUFMAN, H., MABIOUS, L., “Implicit Adaptive Control for a Class of MIMO Systems,”. IEEE Trans. Aerosp. Electron. Syst. AES–18 (1982), 576–590.
24. K. SOBEL and H. KAUFMAN, “Direct Model Reference Adaptive Control for a Class of MIMO Systems,” this volume.
25. I. BAR-KANA, “On (Some) Rehabilitation of Positive Realness in Adaptive Control,” submitted, (1987).
26. I. BAR-KANA, “Direct Multivariable Adaptive Control with Application to Large Structural Systems,” Ph.D. Thesis, Rensselaer Polytechnic Institute, Troy, New York, 1983.
27. BAR-KANA, I., KAUFMAN, H., “Global Stability and Performance of a Control,”. Int. J. Control 42 (1985), 1491–1505.
28. BAR-KANA, I., KAUFMAN, H., BALAS, M., “Model Reference Adaptive Control of Large Structural Systems,”. AIAA J. Guidance Dyn. Control 6 (1983), 112–118.
29. BAR-KANA, I., KAUFMAN, H., “Some Applications of Direct Adaptive Control to Large Structural Systems,”. AIAA J. Guidance Dyn. Control 7 (1984), 717–724.
30. S.J. WANG, C. H. C. IH, Y.H. LIN, and E.M. METTLER, “Space Station Dynamic Modeling, Disturbance Accomodation, and Adaptive Control,” Workshop Identif. Control Flexible Space Struct., San Diego, California (1984).
31. C.H.C., Ih., S.J. WANG, and C. LEONDES, “An Investigation of Adaptive Control Techniques for Space Stations,” Proc. ACC, 1985, Boston, Massachusetts (1985).
32. P. IOANNOU and P.V. KOKOTOVIC, “Singular Perturbations and Robust Redesign of Adaptive Control,” Proc. 21st IEEE Conf. Decision Control, Orlando, 24–29(1982).
33. I. BAR-KANA and H. KAUFMAN, “Direct Adaptive Control with Bounded Tracking Errors,” Proc. 22nd IEEE Conf. Decision Control, San Antonio, Texas, December 1983.
34. I. BAR-KANA and H. KAUFMAN, “Robust Simplified Adaptive Control for a Class of Multivariable Systems,” Proc. 24th IEEE Conf. Decision Control, Fort Lauderdale, Florida, December 1985, pp. 141–146.
35. I. BAR-KANA and H. KAUFMAN, “Discrete-Direct Multivariable Adaptive Control,” Proc. 1st IFAC Workshop Adapt. Syst. Control Signal Process., San Francisco, California (1983).
36. ANDERSON, B.D.O., VONGPANITLERD, S., “Network Analysis and Synthesis,”, 1973, Prentice-Hall, Englewood Cliffs, New Jersey.
37. BENHABIB, R.J., “Stability of Large Space Structure Control Systems Using Positivity Concepts,”. J. Guidance Control 5 (September-October 1981), 487–494.
38. KURZ, H., ISERMAN, R., SCHUMANN, R., “Experimental Comparison and Application of Various Parameter-Adaptive Control Algorithms,”. Automatica 16 (1980), 117–130.
39. MACFARLANE, A.G., KOUVRITAKIS, B., “A Design Technique for Linear Multivariable Feedback Systems,”. Int. J. Control 25 (1977), 837–874.
40. EDMUNDS, J.M., “Control System Design and Analysis Using Closed-Loop Nyquist and Bode Arrays,”. Int. J. Control 16 (1980), 117–130.
41. GARNELL, P., EAST, D.J., “Guided Weapon Control Systems,”, 1977, Pergamon, Oxford.
42. BAR-KANA, I., “On Positive Realness in Discrete-Time Adaptive Control Systems,”. Int. J. Syst. Sci. 17 (1986), 1001–1006.
43. also Proc. ACC, Seattle, Washington, 1440–1443(1986).