| Issue |
Korean Journal of Chemical Engineering,
Vol.18, No.5, 606-611, 2001
Vol.18, No.5, 606-611, 2001
Constrained Digital Regulation of Hyperbolic PDE Systems: A Learning Control Approach
In this paper, exploiting repetitive properties, a constrained digital regulation technique for first order hyperbolic PDE systems is proposed that guarantees the stability and performance of the closed loop system.
[References]
- Balas MJ, Int. J. Control, 29, 1523, 1979
- Balas MJ, J. Math. Anal. Appl., 114, 17, 1986
- Chin IS, Lee KS, Lee JH, HWAHAK KONGHAK, 37(2), 290, 1999
- Christofides PD, Daoutidis P, AIChE J., 42(11), 3063, 1996
- Friedman A, "Partial Differential Equations," Holt, Rinerhart & Winston, 1976
- Jung YS, Choi J, Lee KS, HWAHAK KONGHAK, 37(2), 304, 1999
- Lee KS, Kim WC, Lee JH, J. Control. Automation Syst. Eng., 2, 148, 1996
- Lee JH, Lee KS, Kim WC, Automatica, 36(5), 641, 2000
- Lo CT, Int. J. Control, 18, 273, 1973
- Ray WH, "Advanced Process Control," McGraw-Hill, 1981
- Rhee HK, Aris R, Amundson NR, "First Order Partial Differential Equations: Vol. I and Vol. II," Prentice-Hall, 1986
- Rugh WJ, "Linear System Theory," Prentice-Hall, 1996
- Ruthven DM, Sircar S, "Design of Membrane and PSA Processes for Bulk Gas Separation," Proc. 4th Inter. Conf. on Foundation of Computer-aided Process Design, 29, 1994
- Sirovich L, Quart. Appl. Math., 45, 561, 1987
- Stangeland BE, Foss AS, Ind. Eng. Chem. Res., 38, 38, 1970
- Wang PKC, Int. J. Control, 3, 255, 1966
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