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Modelling and Stabilisation of an Unconventional Airship: A Polytopic Approach
by
Azouz, Naoufel
, Chaabani, Said
in
Aeronautics
/ Airships
/ Control systems design
/ Control theory
/ Controllers
/ Design
/ dynamic modelling
/ Dynamic models
/ Engineering Sciences
/ Linear matrix inequalities
/ LMI formulation
/ Mechanics
/ Modelling
/ Nonlinear control
/ Nonlinear systems
/ Numerical simulations
/ quasi-LPV systems
/ stabilisation
/ Stability analysis
2022
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Modelling and Stabilisation of an Unconventional Airship: A Polytopic Approach
by
Azouz, Naoufel
, Chaabani, Said
in
Aeronautics
/ Airships
/ Control systems design
/ Control theory
/ Controllers
/ Design
/ dynamic modelling
/ Dynamic models
/ Engineering Sciences
/ Linear matrix inequalities
/ LMI formulation
/ Mechanics
/ Modelling
/ Nonlinear control
/ Nonlinear systems
/ Numerical simulations
/ quasi-LPV systems
/ stabilisation
/ Stability analysis
2022
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Do you wish to request the book?
Modelling and Stabilisation of an Unconventional Airship: A Polytopic Approach
by
Azouz, Naoufel
, Chaabani, Said
in
Aeronautics
/ Airships
/ Control systems design
/ Control theory
/ Controllers
/ Design
/ dynamic modelling
/ Dynamic models
/ Engineering Sciences
/ Linear matrix inequalities
/ LMI formulation
/ Mechanics
/ Modelling
/ Nonlinear control
/ Nonlinear systems
/ Numerical simulations
/ quasi-LPV systems
/ stabilisation
/ Stability analysis
2022
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Modelling and Stabilisation of an Unconventional Airship: A Polytopic Approach
Journal Article
Modelling and Stabilisation of an Unconventional Airship: A Polytopic Approach
2022
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Overview
The paper presents the modelling and stabilisation of an unconventional airship. The complexity of such a new design requires both proper dynamic modelling and control. A complete dynamic model is built here. Based on the developed dynamic model, a nonlinear control law is proposed for this airship to evaluate its sensitivity during manoeuvres above a loading area. The proposed stabilisation controller derives its source from a polytopic quasi-Linear Parameter varying (qLPV) model of the nonlinear system. A controller, which takes into account certain modelling uncertainties and the stability of the system, is analysed using Lyapunov’s theory. Finally, to facilitate the design of the controller, we express the stability conditions using Linear Matrix Inequalities (LMIs). Numerical simulations are presented to highlight the power of the proposed controller.
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