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CEAS EuroGNC 2022 |
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Local Stability Analysis for Sensor-based Inexact Feedback Linearization |
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Abstract: Sensor-based feedback laws such as incremental nonlinear dynamic inversion (INDI) applied to flight control tasks have been successfully evaluated in experiments. When deriving sensor-based feedback laws by INDI, it is assumed that a state-dependent error term introduced by Taylor approximation of the exact feedback linearization is neglectable. In reality, this assumption does not hold over the full state-space and closed-loop stability is a local property. When written in the co-space of internal and external dynamics obtained by feedback linearization, a local characterization for the state-dependent error term by a finite-horizon output gain is proposed. Thus, an inner estimate of the closed-loop region of attraction is derived by application of the small-gain theorem to the interconnection of internal and external dynamics as well as the over-approximated error term. | ||
Keywords: Incremental nonlinear dynamic inversion; Region of attraction; Input-to-state stability; Small-gain theorem; Finite-horizon output gain | ||
View PDF CEAS-GNC-2022-052 |
Torbjørn Cunis: Local Stability Analysis for Sensor-based Inexact Feedback Linearization. Proceedings of the 2022 CEAS EuroGNC conference. Berlin, Germany. May 2022. CEAS-GNC-2022-052. |
BibTeX entry: @Incollection{CEAS-GNC-2022-052, authors = {Cunis, Torbjørn}, title = {Local Stability Analysis for Sensor-based Inexact Feedback Linearization}, booktitle = {Proceedings of the 2022 {CEAS EuroGNC} conference}, address = {Berlin, Germany}, month = may, year = {2022}, note = {CEAS-GNC-2022-052} } |