Structural-control optimization with H2- and H∞-norm bounds

Optimal Control Applications and Methods

Volumn 18, Issue 4, 1997, Pages 297-311

  Khot, N S ^a   Oz H ^b  

^a WRIGHT PATTERSON AIR FORCE BASE   (United States)

^b OHIO STATE UNIVERSITY   (United States)

Author keywords

Integrated design; Optimization; Robust control; Structural dynamics

Indexed keywords

CLOSED LOOP CONTROL SYSTEMS; CONTROL SYSTEM SYNTHESIS; DYNAMIC RESPONSE; LINEAR CONTROL SYSTEMS; MATHEMATICAL MODELS; MATRIX ALGEBRA; OPTIMIZATION; ROBUSTNESS (CONTROL SYSTEMS); STRUCTURAL DESIGN;

INTEGRATED DESIGN; MINIMUM WEIGHT STRUCTURAL DESIGN; STRUCTURAL CONTROL OPTIMIZATION;

OPTIMAL CONTROL SYSTEMS;

EID: 0031189560     PISSN: 01432087     EISSN: None     Source Type: Journal    
DOI: 10.1002/(sici)1099-1514(199707/08)18:4<297::aid-oca604>3.0.co;2-a     Document Type: Article

References (30)

1. Hale, A. L., 'Integrated structural/control synthesis via set-theoretic methods', AIAA Paper 85-0806-CP, 1985.
2. Salama, M., J. Garba and L. Demesetz, 'Simultaneous optimization of controlled structures', Comput. Mech., 3, 275-282 (1988).
3. Haftka, R. T., A. Martinovic and W. L. Hallauer Jr., 'Enhanced vibration controllability by minor structural modifications', AIAA J., 23, 1260-1266 (1985).
4. Khot, N. S., 'Structures/control optimization to improve the dynamic response of space structures', Comput. Mech., 3, 179-186 (1988).
5. Öz, H. and N. S. Khot, Optimization for efficient structure-control systems', Proc. 5th NASA-DOD Conf. on Control-Structure Interactions, Lake Taho, NV, March 1992, pp. 320-332.
6. Rao, S. S., 'Combined structural and control optimization of flexible structures', Eng. Optim. 12, 1-16 (1988).
7. Lust, R. V. and L. A. Schmit, 'Control augmented structural synthesis', AIAA J. 26, 86-95 (1988).
8. Belvin, W. K. and K. C. Park, 'Computer implementation of analysis and optimization procedures for control-structure interaction problems', Proc. AIAA Dynamics Specialist Conf., Long Beach, CA, April 1990, AIAA, New York, 1990, pp. 32-41.
9. Woodward, S. E., S. L. Padula, P. C. Graves and B. B. James, 'An optimization method for controlled space structures with variable actuator mass', Proc. Fourth NASA/DOD Controls/Structures Interaction Technology Conf., WL-TR-91-3013, U.S. Air Force, 1991, pp. 411-428.
10. Maghami, P. G., S. M. Joshi and E. S. Armstrong, 'An optimization-based integrated controls-structures design methodology for flexible space structures', NASA Tech. Paper 3283, 1993.
11. Stengel, R. F. and C. I. Marrison, 'Robustness of solutions to a benchmark control problem', J. Guid., Control Dyn., 15, 1060-1067 (1992).
12. Mills, R. A. and A. E. Bryson Jr., 'Parameter-robust control design using a minimax method', J. Guid., Control Dyn., 15, 1068-1075 (1992).
13. Rhee, I. and J. L. Speyer, 'Application of a game theoretic controller to a benchmark problem', J. Guid., Control Dyn., 15, 1076-1081 (1992).
14. Lllja, M. and K. J. Åstrom, 'Approximate pole placement approach', J. Guid., Control Dyn., 15, 1082-1086 (1992).
15. Layasuriya, S., O. Yaniv, O. D. Nwokah and Y. Chait, 'Benchmark problem solution by quantitative feedback theory', J. Guid., Control Dyn., 15, 1087-1093 (1992).
16. Collins Jr., E. G., J. A. King and D. S. Bernstein, 'Application of maximum entropy optimal projection design synthesis to a benchmark problem', J. Guid., Control Dyn., 15, 1094-1102 (1992).
17. Braatz, R. and M. Morari, 'Robust control for a noncollocated spring-mass system', J. Guid., Control Dyn., 15, 1103-1110 (1992).
18. ∞ synthesis using a bilinear pole shifting transform', J. Guid., Control Dyn., 15, 1111-1117 (1992).
19. ∞ design for the coupled mass benchmark problem', J. Guid., Control Dyn., 15, 1118-1124 (1992).
20. ∞ control laws for uncertain linear systems', J. Guid., Control Dyn., 15, 1125-1133 (1992).
21. ∞ control of a benchmark problem', J. Guid., Control Dyn., 15, 1134-1139 (1992).
22. ∞ control synthesis method and its application to benchmark problems', J. Guid., Control Dyn., 15, 1140-1148 (1992).
23. Lim, K. B. and J. L. Junkins, 'Robust optimization of structural and controller parameters', J. Guid., Control Dyn., 12, 89-96 (1989).
24. Rew, D. W., J. L. Junkins and J. N. Juang, 'Robust eigenstructure assignment by a projection method: applications using multiple optimization criteria', Proc. AAS/AIAA Astrodynamics Conf., Kalispell, MT, August 1987, pp. 212-230.
25. Khot, N. S. and D. E. Veley, 'Robustness characteristics of optimum structural/control design', J. Guid., Control Dyn., 15, 81-87 (1992).
26. ∞ and μ methods for robust control', Proc. Am. Control. Conf., San Diego, CA, 1990, pp. 2-114.
27. Banda, S. S., H. H. Yeh and S. A. Heise, 'A surrogate system approach to robust control design', Proc. AIAA Guidance, Navigation and Control Conf., Boston, MA, 1989, AIAA, New York, 1989, pp. 576-582.
28. Khot, N. S., 'Consideration of robustness in optimum structural and control design', Proc. Fourth AIAA/ USAF/NASA/OAI Symp. on Multidisciplinary Analysis and Optimization, Cleveland, OH, September 1992, pp. 595-605.
29. ∞ optimal robust control design', Optim. control appl. methods, 11, 307-325 (1990).
30. Belegundu, A. D., L. Berke and S. N. Patniak, 'An optimization program based on method of feasible directions - theory and user's guide', NASA Rep., No. 104, 1993.