A new integrated output feedback controller synthesis and collocated actuator/sensor scheduling framework for distributed parameter processes

Computers and Chemical Engineering

Volumn 29, Issue 4, 2005, Pages 867-876

  Demetriou, Michael A ^a   Kazantzis, Nikolaos ^a  

^a Worcester Polytechnic Institute   (United States)

Author keywords

Actuator and sensor collocation; Actuator scheduling; Distributed parameter systems; Supervisory control

Indexed keywords

ACTUATORS; COMPUTER SIMULATION; CONTROL EQUIPMENT; SCHEDULING; SENSORS; SYNTHESIS (CHEMICAL);

FEEDBACK CONTROLLERS; SENSOR SCHEDULING;

FEEDBACK CONTROL;

CONTROL SYSTEM;

ALGORITHM; ARTICLE; FEEDBACK SYSTEM; MATHEMATICAL ANALYSIS; PARAMETER; SENSOR; STEADY STATE; SYNTHESIS;

EID: 15944380797     PISSN: 00981354     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.compchemeng.2004.09.017     Document Type: Article

References (29)

1. A.A. Alonso, I.G. Kevrekidis, J.R. Banga, and C.E. Frouzakis Optimal sensor location and reduced order observer design for distributed process systems Computers and Chemical Engineering 28 2004 27
2. C. Antoniades, and P.D. Christofides Computation of optimal actuator locations for nonlinear controllers in transport-reaction processes Computers and Chemical Engineering 24 2000
3. C. Antoniades, and P.D. Christofides Integrating nonlinear output feedback control and optimal actuator/sensor placement for transport-reaction processes Chemical Engineering Science 56 2001 4517
4. C. Antoniades, and P.D. Christofides Integrated optimal actuator/sensor placement and robust control of uncertain transport-reaction processes Computers and Chemical Engineering 26 2002 187
5. A. Armaou, and P.D. Christofides Robust control of parabolic PDE systems with time-dependent spatial domains Automatica 37 2001 61
6. Atwell, J. A., Borggaard, J. T., & King, B. B. (2001). Reduced order controllers for Burgers' equation with a nonlinear observer. Journal of Applied Mathematics and Computer Science 11 (6), 1311-1330.
7. S. Boyd, L.E. Ghaoui, E. Feron, and V. Balakrishnan Linear matrix inequalities in systems and control theory SIAM studies in applied mathematics 1994 Society for Industrial and Applied Mathematics Philadelphia, PA
8. P.D. Christofides Nonlinear and robust control of PDE systems: Methods and applications to transport-reaction processes 2001 Birkhauser Boston
9. P.D. Christofides, and P. Daoutidis Finite-dimensional control of parabolic PDE systems using approximate inertial manifolds Journal of Mathematical Analysis and Applications 216 1997 398
10. P.D. Christofides Robust control of parabolic PDE systems Chemical Engineering Science 53 1998 2949
11. P.D. Christofides, and J. Baker Robust output feedback control of quasi-linear parabolic PDE systems Systems & Control Letters 36 1999 307
12. Curtain, R. F., & Zwart, H. J. (1995). An introduction to infinite dimensional linear systems theory, texts in applied mathematics (vol. 21). Berlin: Springer-Verlag.
13. Dautray, R., Lions, J. L. (2000). Mathematical analysis and numerical methods for science and technology: Functional and variational methods (vol. 2). New York, Berlin: Springer Verlag, Heidelberg.
14. M.A. Demetriou Numerical investigation on optimal actuator/sensor location of parabolic pde's Proceedings of the 1999 American control conference San Diego, CA, USA, June 2-4 1999
15. M.A. Demetriou, and J. Borggaard Optimization of an integrated actuator placement and robust control scheme for distributed parameter processes subject to worst case spatial disturbance distribution Proceedings of the 2003 American control conference Denver, Colorado, June 4-6 2003
16. M.A. Demetriou, A. Paskaleva, O. Vayena, and H. Doumanidis Scanning actuator guidance scheme in an 1-D thermal manufacturing process IEEE Transactions on Control Systems Technology 11 2003 757
17. M.A. Demetriou, and N. Kazantzis A new actuator activation policy for performance enhancement of controlled diffusion processes Automatica 40 2004 415
18. M.A. Demetriou, and N. Kazantzis Compensation of spatiotemporally varying disturbances in nonlinear transport processes via actuator scheduling International Journal of Robust Nonlinear Control 14 2004 181
19. A. Friedman Partial differential equations of parabolic type 1964 Prentice-Hall Englewood Cliffs, NJ
20. V. Garcia-Osorio, and B.E. Ydstie Distributed, asynchronous and hybrid simulation of process networks using recording controllers Internatonal Journal Robust and Nonlinear Control 14 2004 227
21. B.V. Keulen H ∞-control for distributed parameter systems: A state-space approach 1993 Birkhäuser Boston, Basel, Berlin
22. S. Kumar, and J.H. Seinfeld Optimal location of measurements for distributed parameter estimation IEEE Trans. Autom. Contr. 23 1978 690
23. J.L. Lions, and E. Magenes Non-Homogeneous Boundary Value Problems, I 1972 Springer-Verlag New York
24. A. Pazy Semigroups of linear operators and applications to partial differential equations 1983 Springer-Verlag New York
25. P.M. Prenter Splines, variational methods 1975 Wiley New York
26. J.C. Robinson Infinite-dimensional dynamical systems: An introduction to dissipative parabolic PDEs and the theory of global attractors 2001 Cambridge University Press Cambridge, United Kingdom
27. M.H. Schultz Spline analysis 1973 Prentice Hall Englewood Cliffs, N.J
28. S.Y. Shvartsman, and I.G. Kevrekidis Nonlinear model reduction for control of distributed systems: A computer-assisted study AIChE Journal 44 1998 1579
29. M. van de Wal, and B. de Jager A review of methods for input/output selection Automatica 37 2001 487