Parity relations for linear dynamic systems with multiplicative uncertainties

IFAC Proceedings Volumes (IFAC-PapersOnline)

Volumn 6, Issue PART 1, 2006, Pages 360-365

  Ploix, Stephane ^a   Adrot, Olivier ^a  

^a GRENOBLE INSTITUTE OF TECHNOLOGY   (France)

Author keywords

Fault detection; Set membership approach; Uncertain parity relations

Indexed keywords

DYNAMICAL SYSTEMS; LINEAR CONTROL SYSTEMS; LINEAR SYSTEMS; PLANT MANAGEMENT;

BOUNDED VARIABLES; LINEAR DYNAMIC SYSTEM; LINEAR INEQUALITIES; MULTIPLICATIVE UNCERTAINTY; PARITY RELATION; ROBUST APPROACHES; SET MEMBERSHIP APPROACH; UNCERTAIN LINEAR SYSTEM;

FAULT DETECTION;

EID: 79961144413     PISSN: 14746670     EISSN: None     Source Type: Conference Proceeding    
DOI: 10.3182/20060829-4-cn-2909.00059     Document Type: Conference Paper

References (13)

1. Adrot, O., D. Maquin and J. Ragot (2000). Diagnosis of uncertain static system. In: 39th IEEE Conference on Decision and Control. Sydney, Australia.
2. Armengol, J., L. Travé-massuyès, J. Vehi and J. L. de la Rosa (1999). A survey on interval model simulators and their properties related to fault detection. In: 14th IFAC World Congress. Beijing, China.
3. Chang, I. C., C. C. Yu and C. T. Liou (1995). Model-based approach for fault diagnosis, part.2, extension to interval systems. Industrial Engineering Chemistry Research 34, 828-844.
4. Chow, E. Y. and A. S. Willsky (1984). Analytical redundancy and the design of robust failure detection systems. IEEE transactions on Automatic Control 29, 603-614.
5. Didrit, O. (1997). Analyse par intervalles pour l'automatique; résolution globale et garantie de problèmes non-linéaires en robotique et en commande robuste. PhD thesis. Université Paris XI.
6. Hansen, E. R. (1992). Global optimization using interval analysis. Marcel Dekker. New-York, U.S.A.
7. Horak, D. T. and B. H. Allison (1990). Failure detection and isolation methodology. In: American Control Conference. San Diego, California, U.S.A.
8. Massoumnia, M. M. and W. E. Van Der Velde (1988). Generating parity relations for detecting and identifying control system component failures. Journal of guidance, control and dynamics 11(1), 60-65.
9. Milanese, M., J. Norton, H. Piet-Lahanier and E. Walter (Eds) (1996). Bounding approaches to system identification. Plenum Press. New-York, U.S.A. and London, U.K.
10. Ploix, S. (1998). Diagnostic des systèmes incertains: l'approche bornante. fault diagnosis uncertain systems set-membership approach state observer parity relations. Institut National Polytechnique de Lorraine.
11. Ploix, S., O. Adrot and J. Ragot (2000). Bounding approach to the diagnosis of a class of uncertain static systems. In: SAFEPROCESS2000. Budapest, Hungary.
12. Puig, V., J. Quevedo, T. Escobet and S. de las Heras (2002). Passive robust fault detection approaches using interval models. In: 15th Triennal IFAC World Congress (IFAC, Ed.). Barcelona, Spain.
13. Ragot, J., A. Boukhris and D. Mandel (1997). A propos de l'algèbre des intervalles. application à la validation de données. In: Rencontres francophones sur la logique floue LFA'97. Lyon, France. pp. 341-348.