Robust model-based fault diagnosis for dynamic systems
2002, Automatica
https://doi.org/10.1016/S0005-1098(01)00290-4Abstract
A direct approach to design disturbance de-coupled residuals is then required. In this approach, the residual itself is de-coupled from disturbances, however the state estimation error may not be.
FAQs
AI
What methodologies enhance disturbance decoupling in residual generation?
The research showcases eigenstructure assignment methods, specifically the orthogonal assignment of left eigenvectors, improving disturbance decoupling by minimizing performance indices.
How does dead-beat design aid in rapid fault isolation?
Dead-beat design simplifies the disturbance decoupling process, yielding prompt residual responses, crucial for isolating faults effectively.
What limitations exist in designing robust fault detection systems?
The ability to achieve disturbance decoupling can be restrained by the number of independent disturbances compared to measurements, affecting effective residual generation.
How is the performance of residual generators quantitatively assessed?
The study determines performance through the steady-state gain matrix G_rf(0), which reflects fault detectability and informs optimization strategies.
What is the significance of residual dimension in fault detection?
The research emphasizes that the residual dimension must not exceed the output dimension, as excessive components dilute useful diagnostic information.
References (10)
- 5.1 Robust FDI design using parametric eigenstructureassignment
- 5.1 Robust FDI design using parametric eigenstructureassignment 11/7/2016
- 5.2 An illustrative example
- 5.2 An illustrative example
- 5.2 An illustrative example
- 6 Disturbance De-coupling by Assigning Right Eigenvectors 4.6 Disturbance De-coupling by Assigning Right Eigenvectors 11/7/2016
- 6 Disturbance De-coupling by Assigning Right Eigenvectors 4.6 Disturbance De-coupling by Assigning Right Eigenvectors 11/7/2016
- 7 Dead-Beat Design for Robust Residual Generation Eq.(4.57)holdstruewheneachcolumnof E isassignedasarighteigenvector of A c correspondingtoazero-valuedeigenvalue.
- Eq.(4.56)willdeterminetheresidualweightingmatrix Q. Becauseoftheassignmentofzero-valuedeigenvalues,theresidualwillhave dead- beat(minimum-time) transientperformanceandthisfeaturecanbeexploitedto gooduseintheaimtoprovideahighsensitivitytosoft(incipient)faults.
- 7 Dead-Beat Design for Robust Residual Generation 11/7/2016