2011
DOI: 10.1002/acs.1242
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Identification for passive robust fault detection using zonotope‐based set‐membership approaches

Abstract: Abstract:In this paper, the problem of identification for passive robust fault detection when parametric modeling uncertainty is considered. In particular, a zonotope is used to bound the model parametric uncertainty. Two identification methods are introduced following, respectively, the worst-case and setmembership approaches. Then, the underlying hypothesis are discussed and performance is compared.These two identification approaches lead to two robust fault detection tests (namely, the direct and inverse te… Show more

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Cited by 58 publications
(49 citation statements)
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References 26 publications
(56 reference statements)
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“…(Pudar &Ligget,1992). In general, demand and modelling uncertainty can be captured using historical data free of leaks and by trying to adjust uncertainty bounds in demand and in model using a bounding approach as described, for example, in (Blesa et al, 2011) estimation at these nodes using the calibrated DMA hydraulic model assuming a leakage-free scenario, 0 p (k) (Step 1).…”
Section: Integration Of the Leakage Localization Methods Into The Propmentioning
confidence: 99%
“…(Pudar &Ligget,1992). In general, demand and modelling uncertainty can be captured using historical data free of leaks and by trying to adjust uncertainty bounds in demand and in model using a bounding approach as described, for example, in (Blesa et al, 2011) estimation at these nodes using the calibrated DMA hydraulic model assuming a leakage-free scenario, 0 p (k) (Step 1).…”
Section: Integration Of the Leakage Localization Methods Into The Propmentioning
confidence: 99%
“…The interval prediction method is introduced 18 to improve the robustness of the recursive subspace identification based on the variable forgetting factor algorithm. Combining the interval prediction with the recursive subspace identification based on the variable forgetting factor algorithm improves the robustness of fault diagnosis while avoiding system instability.…”
Section: Interval Predictionmentioning
confidence: 99%
“…When ( , ) F k θ is linear, boxes, parallelotopes, ellipsoids or zonotopes are used to characterize the AFPS (Alamo, Bravo, and Camacho, 2005;Blesa, Puig, and Saludes, 2011). In the nonlinear case, a minimum outer box can be determined by means of a set of optimization problems (Milanese et al, 1996).…”
Section: Parameter Estimation Problemmentioning
confidence: 99%