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Modeling and control of uncertain hybrid structure flexible, morphing wings with stability and performance guarantees

Menon, Alok N.
Chakravarthy, Animesh
Gruenwald, Benjamin C.
Yucelen, Tansel
Steck, James E.
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2020-01-05
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Conference paper
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Leading edge slat,Lyapunov equation,Adaptive compliant trailing edge,Feedback control,Mathematical models,Control systems,Structural modeling,Finite element approximation,Micro air vehicle,Membrane structures
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Alok N. Menon, Animesh Chakravarthy, Benjamin C. Gruenwald, Tansel Yucelen and James E. Steck. "Modeling and Control of Uncertain Hybrid Structure Flexible, Morphing Wings with Stability and Performance Guarantees," AIAA 2020-1078. AIAA Scitech 2020 Forum. January 2020. https://doi.org/10.2514/6.2020-1078
Abstract
A mathematical model is developed from partial differential equations for a hybrid structural model of a flexible, morphing wing. The hybrid model is made up of flexible plate representing the wing, and sets of membranes attached by control effectors to form a row of continuous flexible parts acting as leading edge slats and trailing edge flaps. This hybrid structure allows finer control on the shape of the wing while providing truly continuous trailing edge and leading edge surfaces. Since the control surface deflections change the shape of wing, producing a net moment at the wing root, the resulting heave motion results in the system becoming unstable. To control the system a recently developed adaptive control architecture using a mixed state and output feedback framework is implemented. The resulting controller provides the appropriate input to drive the system to produce a shape while enforcing strict performance guarantees.
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Invited paper, AIAA Scitech 2020 Forum, 6-10 Jauary 2020, Orlando, FL
AIAA 2020-1078 Session: Advances in Adaptive Control for Aerospace Systems III (Invited)
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American Institute of Aeronautics and Astronautics
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AIAA SciTech 2020 Forum
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