Classical model-based fault detection schemes for linear multivariable systems require the definition of suitable residual functions. This paper shows the possibility of identifying residual generators even when the system model is unknown, by following a black-box approach. The result is obtained by using canonical input-output polynomial forms which lead to characterise in a straightforward fashion the basis of the subspace described by all possible residual generators. The performance of the proposed identification method is tested by means of Monte Carlo simulations.

Identification of residual generators for fault detection of linear dynamic models

SIMANI, Silvio;DIVERSI, Roberto
2005

Abstract

Classical model-based fault detection schemes for linear multivariable systems require the definition of suitable residual functions. This paper shows the possibility of identifying residual generators even when the system model is unknown, by following a black-box approach. The result is obtained by using canonical input-output polynomial forms which lead to characterise in a straightforward fashion the basis of the subspace described by all possible residual generators. The performance of the proposed identification method is tested by means of Monte Carlo simulations.
2005
9780080451084
Residuals; Function Design; Linear Multivariable Systems; fault diagnosis; dynamic process
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11392/1195694
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