Control of a Nonlinear Wing Section Using Leading- and Trailing-Edge Surfaces
The control of nonlinear aeroelastic response of a wing section with a continuous stiffening-type structural nonlinearity is examined through analytical and experimental studies. Motivated by the limited effectiveness of using a single, trailing-edge control surface for the suppression of limit-cycl...
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Veröffentlicht in: | Journal of guidance, control, and dynamics control, and dynamics, 2004-01, Vol.27 (1), p.52-58 |
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creator | Platanitis, George Strganac, Thomas W |
description | The control of nonlinear aeroelastic response of a wing section with a continuous stiffening-type structural nonlinearity is examined through analytical and experimental studies. Motivated by the limited effectiveness of using a single, trailing-edge control surface for the suppression of limit-cycle oscillations of a typical wing section, improvements in the control of limit-cycle oscillations are investigated through the use of multiple control surfaces, namely, an additional leading-edge control surface. The control methodology consists of a feedback linearization approach that transforms the system equations of motion via Lie algebraic methods and a model reference adaptive control strategy that augments the closed-loop system to account for inexact cancellation of nonlinear terms due to modeling uncertainty. Specifically, uncertainty in the nonlinear pitch stiffness is examined. It is shown through simulations and experiments that globally stabilizing control may be achieved by using two control surfaces. |
doi_str_mv | 10.2514/1.9284 |
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Motivated by the limited effectiveness of using a single, trailing-edge control surface for the suppression of limit-cycle oscillations of a typical wing section, improvements in the control of limit-cycle oscillations are investigated through the use of multiple control surfaces, namely, an additional leading-edge control surface. The control methodology consists of a feedback linearization approach that transforms the system equations of motion via Lie algebraic methods and a model reference adaptive control strategy that augments the closed-loop system to account for inexact cancellation of nonlinear terms due to modeling uncertainty. Specifically, uncertainty in the nonlinear pitch stiffness is examined. 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It is shown through simulations and experiments that globally stabilizing control may be achieved by using two control surfaces.</description><subject>Aerospace engineering</subject><subject>Applied sciences</subject><subject>Computer science; control theory; systems</subject><subject>Control theory</subject><subject>Control theory. 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subjects | Aerospace engineering Applied sciences Computer science control theory systems Control theory Control theory. Systems Controllers Exact sciences and technology Experiments Nonlinear control |
title | Control of a Nonlinear Wing Section Using Leading- and Trailing-Edge Surfaces |
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