Efficient optimal sensor placement for structural model based diagnosis
This work aims to study which sensors are required to be installed in a process in order to improve certain fault diagnosis specifications. Especially, the present method is based on structural models, thus system models that involve a wide variety of equations (e.g. linear, non-linear algebraic, dy...
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Zusammenfassung: | This work aims to study which sensors are
required to be installed in a process in order to improve certain fault diagnosis specifications. Especially, the present method is based on structural models, thus system models that involve a wide variety of equations (e.g. linear, non-linear algebraic, dynamics) can be easy handled. The
use of structural models permits to define
the diagnosis properties from the Dulmage-
Mendelsohn decomposition, avoiding in this
way the computation of any minimal redundant
subsystem. Furthermore, in the present paper, the cost of the sensor configuration
is considered, therefore the proposed
method attempts to find not all the possible
solution but the optimal one. The optimal
search is efficiently performed by developing
an algorithm based on heuristic rules which,
in general, allow to significantly reduce the
search. Finally, the presented method is applied to an electronic circuit as an illustrative example and some special conclusions are highlighted.
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