Decentralized H∞ design of automatic generation control

IFAC Proceedings Volumes (IFAC-PapersOnline)

Volumn 15, Issue 1, 2002, Pages 307-312

  Chen, Xue Bo ^a   Siljak, Dragoslav D ^b   Stankovic, Srdjan S ^c  

^a ANSHAN IRON AND STEEL GROUP CORPORATION   (China)

^b SANTA CLARA UNIVERSITY   (United States)

^c UNIVERSITY OF BELGRADE   (Serbia)

Author keywords

H control; Large Scale systems; Overlapping Decentralized control; Power Systems; Stochastic systems

Indexed keywords

AUTOMATION; DECENTRALIZED CONTROL; ELECTRIC POWER SYSTEM INTERCONNECTION; LARGE SCALE SYSTEMS; STANDBY POWER SYSTEMS; STOCHASTIC CONTROL SYSTEMS; STOCHASTIC SYSTEMS;

AUTOMATIC GENERATION CONTROL; DECENTRALIZED DESIGN; DECENTRALIZED H; H CONTROLS; INCLUSION PRINCIPLES; MULTI AREAS; OVERLAPPING DECENTRALIZED CONTROLS; STEP DISTURBANCES;

ELECTRIC POWER SYSTEM CONTROL;

EID: 27844433815     PISSN: 14746670     EISSN: None     Source Type: Conference Proceeding    
DOI: 10.3182/20020721-6-es-1901.00539     Document Type: Conference Paper

References (21)

1. Calovic, M.S. (1972). Linear regulator design for a load and frequency control. IEEE Trans. Power. App. Sys., PAS-9, 2271-2285.
2. Calovic, M.S. (1984). Automatic generation control: decentralized area-wise optimal solution. Electric Power Systems Research. 7, 115-139.
3. Carpentier, J. (1985). 'To be or not to be modern' that is the question for automatic generation control (point of view of a utility engineer). Electrical Power Energy Systems, 7, 81-91.
4. Chen, X.B. and S.S. Stankovic (1996). Overlapping decomposition and decentralized LQG control for interconnected power systems. Proc. of IEEE SMC'96, 3, 1904-1909.
5. Cohn, N. (1966). Control of Generation and Power Flow on Interconnected Systems. Wiley, N.Y.
6. Fosha, C.E. and O.I. Elgerd (1970). The megawatt frequency control problem: a new approach via optimal control theory. IEEE Trans. on Power App. And Sys., PAS-89, 563-571.
7. Hodzic, M., R. Krtolica and D.D. Siljak (1983). A stochastic inclusion principle. Proc. 22nd IEEE CDC, pp. 17-22.
8. Iftar, A. (1993a). Decentralized estimation and control with overlapping input, state and output decomposition. Automatica, 29, 511-516.
9. Iftar, A. (1993b). Overlapping decentralized dynamic optimal control. Intern. Journal of Control, 58, 187-209.
10. Ikeda, M. and D.D. Siljak (1980). Overlapping decompositions expansions and contractions of dynamic systems. Large Scale Systems, 1, 29-38.
11. Ikeda, M., D.D. Šiljak and D.E. White (1981). Decentralized control with overlapping information sets. J. Optimiz. Theory and Appl., 34, 279-310.
12. Ikeda, M., D.D. Šiljak and D.E. White (1984). An inclusion principle for dynamic systems. IEEE Trans. Aut. Control, AC-29, 244-249.
13. Ikeda, M. and D.D. Šiljak (1986). Overlapping decentralized control with Input, state, and output inclusion. Control-Theory and Advanced Technology, 2, 155-172.
14. ∞ control problem: LMI existence conditions and state space formulas. Automatica, 30, 1307-1317.
15. Kavin, R.K., M.C. Budge and P. Rasmussen (1971). An optimal linear systems approach to load-frequency control. IEEE Trans. on Power App. And Sys., PAS-90, 2472-2482.
16. Ohtsuka, K and Y. Morioka (1997). A decentralized control system for stabilizing a longitudinal power system using tieline power flow measurements. IEEE Trans. Power Systems, 12, 1202-1209.
17. Siljak, D.D. (1978). Large Scale Dynamic Systems: Stability and Structure. North-Holland, New York.
18. Siljak, D.D. (1991). Decentralized Control of Complex Systems. Academic Press, New York.
19. th IFAC Congress, L, 7-12.
20. Stankovic, S.S., X.B. Chen, M.R. Matausek and D.D. Siljak (1999). Stochastic inclusion principle applied to decentralized automatic generation control. Int. J. Control, 72, 276-288.
21. Wenkateswarlu, K. and A.K. Mahalanabis (1977). Design of decentralized load-frequency regulators. Pro. IEE, 124, 817-820.