Abstract:Active control for flutter suppression and limit cycle oscillation of a wind tunnel wing section is presented. Unsteady aerodynamics is modelled with strip theory and the incompressible two-dimensional classical theory of Theodorsen. A good correlation of the stability behaviour between simulation and experimental data is achieved. The paper focuses on the introduction of a nonlinearity in the plunge degree of freedom of an experimental wind tunnel test rig and the design of a nonlinear controller based on par… Show more
“…The coefficients of the above aeroelastic system are detailed partly in [6] and partly in the Appendix at the end of this manuscript. This allows one to setup the numerical model starting from the baseline aeroelastic parameters of the pitch-plunge aerofoil described later on.…”
“…Theoretical work and numerical modelling have primarily been on controlling smooth and non-smooth nonlinear aeroelastic systems by Da Ronch et al [6] and Jiffri et al [7]. More recent experimental developments include measurement of the aeroelastic system's parameters and open-loop investigations, experimental testing conducted on piezo-MFC bimorph actuation for morphing wing technology and the development and manufacture of a flexible wing for aeroelastic testing by Fichera et al [8].…”
Section: Introductionmentioning
confidence: 99%
“…Numerical simulations of closed-loop control presented in [6] are implemented experimentally, utilising previously obtained experimental measurements and open-loop results. §II describes the experimental setup, which is followed by a detailed description of the low-order numerical model ( §III) used in conjunction with the experimental work.…”
“…The coefficients of the above aeroelastic system are detailed partly in [6] and partly in the Appendix at the end of this manuscript. This allows one to setup the numerical model starting from the baseline aeroelastic parameters of the pitch-plunge aerofoil described later on.…”
“…Theoretical work and numerical modelling have primarily been on controlling smooth and non-smooth nonlinear aeroelastic systems by Da Ronch et al [6] and Jiffri et al [7]. More recent experimental developments include measurement of the aeroelastic system's parameters and open-loop investigations, experimental testing conducted on piezo-MFC bimorph actuation for morphing wing technology and the development and manufacture of a flexible wing for aeroelastic testing by Fichera et al [8].…”
Section: Introductionmentioning
confidence: 99%
“…Numerical simulations of closed-loop control presented in [6] are implemented experimentally, utilising previously obtained experimental measurements and open-loop results. §II describes the experimental setup, which is followed by a detailed description of the low-order numerical model ( §III) used in conjunction with the experimental work.…”
“…As a continuation of this work, the authors of this investigation performed partial feedback linearization for a numerical model corresponding to a low speed wind tunnel model with a nonlinearity in the plunge degree of freedom. 7 It was shown that the nonlinear controller outperforms a linear control design based on pole placement as the latter fails to achieve any significant reduction in the amplitude of the LCO. Also, optimal control has been tested for flutter suppression, for example, Huang et al 8 designed a Linear Quadratic Gaussian control that takes into account a control input delay and applied the control at an experimental wind tunnel model for flutter suppression.…”
A systematic approach to the model order reduction of high fidelity coupled fluidstructure/flight dynamics models and the subsequent control design is described. It uses information on the eigenspectrum of the coupled-system Jacobian matrix and projects the system through a series expansion onto a small basis of eigenvectors representative of the full-model dynamics. A nonlinear reduced order model is derived and is exploited for a worst case gust and adaptive control design. The investigation focuses on a flight control design based on the model reference adaptive control scheme via the Lyapunov stability approach. The novelty of this paper is two-fold. Firstly, it uses a single nonlinear reduced model for parametric worst case gust search. Secondly, it is shown that it makes feasible an implementation of a complex control methodology for a large nonlinear system. The adaptive controller is able to alleviate gust loads for a three degrees-of-freedom aerofoil and for an unmanned aerial vehicle. An investigation for the adaptation parameters is performed and their effect on control input actuation and aeroelastic closed-loop response is discussed.= plunge stiffness,torsional and flap stiffness about elastic axis= plunge, torsional and flap third order terms of stiffness
“…Recently, a nonlinear control design methods was tested for a nonlinear experimental wind-tunnel rig for LCO suppression and was compared against conventional linear techniques . 13 Ideally though, a controller that can adapt during changes of the flow conditions such as airspeed or density is desired. Recent advances in adaptive control and especially in L 1 adaptive control theory made possible the application of adaptive controllers for the control of uncertain non linear systems.…”
This paper describes a systematic approach to nonlinear model order reduction of freeflying aircraft and the subsequent flight control design. System nonlinearities arise due to large wing deformation and the coupling between flexible and rigid body dynamics. The non-linear flight dynamics equations are linearised and the approach uses information on the eigenspectrum of the resulting coupled system Jacobian matrix and projects it through a series expansion onto a small basis of eigenvectors representative of the full-order dynamics. The testcase is the very flexible wing representative of the Helios wing which was developed by NASA and the aeroelastic solver is validated against other frameworks for gust responses. Nonlinear reduced order models are generated and used for faster parametric worst case gust searches of the full order nonlinear flight dynamic response and are exploited for complex control methodologies such as H∞, H2 and adaptive control designs.
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