Publication

Robust fault and icing diagnosis in unmanned aerial vehicles using LPV interval observers

Journal Article (2018)

Journal

International Journal of Robust and Nonlinear Control

Doc link

https://doi.org/10.1002/rnc.4381

File

Download the digital copy of the doc pdf document

Authors

Abstract

This paper proposes a linear parameter varying (LPV) interval unknown input observer for the robust fault diagnosis of actuator faults and ice accretion in unmanned aerial vehicles (UAVs) described by an uncertain model. The proposed interval observer evaluates the set of values for the state, which are compatible with the nominal fault‐free and icing‐free operation and can be designed in such a way that some information about the nature of the unknown inputs affecting the system can be obtained, thus allowing the diagnosis to be performed. The proposed strategy has several advantages. First, the LPV paradigm allows taking into account operating point variations. Second, the noise rejection properties are enhanced by the presence of the integral term. Third, the interval estimation property guarantees the absence of false alarms. Linear matrix inequality–based conditions for the analysis/design of these observers are provided in order to guarantee the interval estimation of the state and the boundedness of the estimation. The developed theory is supported by simulation results, obtained with the uncertain model of a Zagi Flying Wing UAV, which illustrate the strong appeal of the methodology for identifying correctly unexpected changes in the system dynamics due to actuator faults or icing.

Categories

control theory.

Author keywords

Unknown input observers (UIOs), Linear parameter varying (LPV) systems, Icing diagnosis, Fault diagnosis, Unmanned aerial vehicles (UAVs), Uncertain systems, Interval observers

Scientific reference

D. Rotondo, A. Cristofaro, T.A. Johansen, F. Nejjari and V. Puig. Robust fault and icing diagnosis in unmanned aerial vehicles using LPV interval observers. International Journal of Robust and Nonlinear Control, 2018, to appear.