Flutter suppression of plates using passive constrained viscoelastic layers

• Published in: Mechanical systems and signal processing Vol. 79; pp. 99 - 111
• Main Authors: Cunha-Filho, A.G., de Lima, A.M.G., Donadon, M.V., Leão, L.S.
• Format: Journal Article
• Language: English
• Published: Elsevier Ltd 15.10.2016
• Subjects: Aeroelasticity; Constraints; Dynamical systems; Finite element; Flutter; Flutter suppression; Instability; Panels; PASSIVE control; Plates; Vibration; Viscoelastic materials; PASSIVE control; Flutter suppression; Viscoelastic materials; Finite element
• ISSN: 0888-3270; 1096-1216
• DOI: 10.1016/j.ymssp.2016.02.025

Flutter in aeronautical panels is a self-excited aeroelastic phenomenon which occurs during supersonic flights due to dynamic instability of inertia, elastic and aerodynamic forces of the system. In the flutter condition, when the critical aerodynamic pressure is reached, the vibration amplitudes of the panel become dynamically unstable and increase exponentially with time, significantly affecting the fatigue life of the existing aeronautical components. Thus, in this paper, the interest is to investigate the possibility reducing the effects of the supersonic aeroelastic instability of rectangular plates by applying passive constrained viscoelastic layers. The rationale for such study is the fact that as the addition of viscoelastic materials provides decreased vibration amplitudes it becomes important to quantify the suppression of plate flutter coalescence modes that can be obtained. Moreover, despite the fact that much research on the suppression of panel flutter has been carried out by using passive, semi-active and active control techniques, few works have been proposed to deal with the problem of predicting the flutter boundary of aeroviscoelastic systems, since they must conveniently account for the frequency- and temperature-dependent behavior of the viscoelastic material. After the presentation of the theoretical foundations of the methodology, the description of a numerical study on the flutter analysis of a three-layer sandwich plate is addressed. •FE modeling of flat sandwich panels subjected do supersonic flow.•Flutter boundary of aeroviscoelastic systems by using an iterative scheme.•Parametric study of the influence of the temperature and layers’ thicknesses of the viscoelastic treatment on the flutter boundary.•The use of viscoelastic materials to improve the stability of aeroelastic systems.