Design of a PID-deadtime control for time-delay systems using the coefficient diagram method

Journal of the Chinese Institute of Chemical Engineers

Volumn 33, Issue 6, 2002, Pages 565-571

  Hwang, Chyi ^a   Hwang, Jyh Haur ^a   Hwang, Li Fong ^a  

^a NATIONAL CHUNG CHENG UNIVERSITY   (Taiwan)

Author keywords

Dead time compensation; PID control; Smith predictor; Time delay processes

Indexed keywords

ALGORITHMS; COMPUTER SIMULATION; TRANSFER FUNCTIONS;

LAG-DOMINANT PROCESSES;

DELAY CIRCUITS;

ALGORITHM; CONTROL SYSTEM; PREDICTIVE CONTROL; PROCESS CONTROL;

EID: 0036879907     PISSN: 03681653     EISSN: None     Source Type: Journal    
DOI: None     Document Type: Article

References (20)

1. nd Ed., ISA, Research Triangle Park, NC, U.S.A. (1995).
2. Åström, K. J., C. C. Hang and B. C. Lim, "A New Smith Predictor for Controlling a Process with an Integrator and Long Dead-Time," IEEE Trans. Automat. Contr., 39, 343 (1994).
3. Cheng, S. L. and C. Hwang, "Designing a PID Controller of Minimum Integral of Absolute Error by a Differential Evolution Algorithm,"Chem. Eng. Commun., 170, 83 (1998).
4. Cheng, S. L. and C. Hwang, "On Stabilization of Time-Delay Unstable Systems Using PID Controllers," J. Chin. Inst. Chem. Engrs., 30, 123 (1999).
5. Hägglund, T., "A Predictive PI Controller for Processes with Long Dead Times, " IEEE Control Syst. Mag., 12, 57 (1992).
6. Kessler, C., "Ein Beitrag zur Theorie Mehrschleifiger Regilungen," Regelungstechnik, 8, 261 (1960).
7. Lipatov, A. V. and N. I. Sokolov, "Some Sufficient Conditions for Stability and Instability of Continuous Linear Stationary Systems," Autom. Remote Control, 39, 1285 (1979).
8. Majhi, S. and D. P. Atherton, "Modified Smith Predictor and Controller for Processes with Time Delay," IEE Proc. - Control Theory and Applications, 146, 359 (1999).
9. th IFAC Symp. on Automat. Control in Aerospace, p. 322 (1994).
10. Manabe, S., "The Application of Coefficient Diagram Method to ACC Benchmark Problem," Proc. of the 2nd Asian Control Conference, vol. 11, p. 135, Seoul, Korea (1997).
11. Manabe, S., "Coefficient Diagram Method," Proc. of the 14th IFAC Symp. on Automat. Control in Aerospace, p. 199 (1998).
12. th Workshop on Astrodynamics and Flight Mechanics, p. 440, Kanagawa, Japan (1999).
13. rd Asian Control Conf., p. 2055, Shanghai, PRC, China (2000).
14. Price, K. V. and R. Stom, "Differential Evolution," Dr. Dobb's Journal, p. 18, 22, 24, 78 (1997).
15. Shinskey, F. G., "PID-Deadtime Control of Distributed Processes," Control Eng. Practice, 9, 1177 (2001).
16. Smith, O. J. M., "A Controller to Overcome Dead Time," ISA J., 6, 28 (1959).
17. Stojic, M. R., F. S. Matijevic and L. S. Draganovic, "A Robust Smith Predictor Modified by Internal Models for Integrating Process with Dead Time," IEEE Trans. Automat. Contr., 46, 1293 (2001).
18. Tan, K. K., Q. G. Wang and C. C. Hang, Advances in PID Control, Springer, London, U.K. (1999).
19. Watanabe, K. and M. Ito, "A Process-Model Control for Linear Systems with Delay," IEEE Trans. Automat. Contr., 26, 1261 (1981).
20. Yu, C. C., Autotuning of PID Controllers: Relay Feedback Approach, Springer, London, U.K. (1999).