Aeroelasticity of 2-D lifting surfaces with time-delayed feedback control

Journal of Fluids and Structures

Volumn 20, Issue 2, 2005, Pages 197-215

  Librescu, L ^a   Marzocca, P ^b   Silva, W A ^c  

^a VIRGINIA POLYTECHNIC INSTITUTE AND STATE UNIVERSITY   (United States)

^b CLARKSON UNIVERSITY   (United States)

^c NASA LANGLEY RESEARCH CENTER   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

AERODYNAMICS; AIRFOILS; EIGENVALUES AND EIGENFUNCTIONS; FEEDBACK CONTROL; FLUTTER (AERODYNAMICS); INCOMPRESSIBLE FLOW;

AEROELASTIC RESPONSE; EIGENVALUE ANALYSIS; FLOW FIELDS; TIME DELAYS;

SURFACES;

AEROELASTICITY; AEROFOIL; FEEDBACK MECHANISM; FLOW FIELD; FLUID-STRUCTURE INTERACTION; FLUTTER; INCOMPRESSIBLE FLOW;

EID: 13944262022     PISSN: 08899746     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.jfluidstructs.2004.10.005     Document Type: Article

References (21)

1. B.D. Hassard Counting roots of the characteristic equation for linear delay-differential systems Journal of Differential Equations 136 1997 222-235
2. H.Y. Hu E.H. Dowell L.N. Virgin Stability estimation of high dimensional vibrating systems under state delay feedback control Journal of Sound and Vibration 214 1998 497-511
3. H.Y. Hu Z.H. Wang Stability analysis of damped sdof systems with two time-delays in state feedback Journal of Sound and Vibration 214 1998 213-225
4. Kolmanovskii, V. B., Nosov, V. R., 1986. Stability of Functional Differential Equations, vol. 180, Mathematics in Science and Engineering. Academic Press, London, UK.
5. L. Librescu S. Na Active vibration control of doubly tapered thin-walled beams using piezoelectric actuation Thin-Walled Structures 39 2001 65-82
6. Marshall, J. E., Górecki, Walton, K., Korytowski, A., 1992. In: Bell G.M. (Editor.), Time-Delay Systems, Stability and Performance Criteria with Applications, Series in Mathematics and its Applications. Ellis Horwood Ltd, Chichester, West Sussex, England.
7. P. Marzocca L. Librescu W.A. Silva Aeroelastic response of nonlinear wing section by functional series technique AIAA Journal 40 2002a 811-824
8. Marzocca, P., Librescu, L., Silva, W. A., 2002b. Open/closed-loop nonlinear aeroelasticity for airfoils via Volterra series approach. AIAA Paper 2002-1484, 43rd AIAA/ASME/ASCE/ AHS/ASC Structures, Structural Dynamics, and Materials Conference, April 22-25, Denver, CO, USA.
9. S.-J. Niculescu Delay Effects on Stability, A Robust Control Approach, Lecture Notes in Control and Information Sciences vol. 269 2001 Springer London
10. N. Olgac B.T. Holm-Hansen A novel active vibration absorption technique: delayed resonator Journal of Sound and Vibration 176 1994 93-104
11. E. Ott C. Grebogi J.A. Yorke Controlling chaos Physical Review Letters 64 1990 1196-1199
12. ∞ controller design for a two-dimensional thin airfoil flutter suppression Journal of Guidance, Control, and Dynamics 17 1994 722-728
13. L. Palkovics P.J.Th. Venhovens Investigation on stability and possible chaotic motions in the controlled wheel suspensions systems Vehicle System Dynamics 21 1992 269-296
14. L.S. Pontrjagin On the zeros of some elementary transcendental functions American Mathematical Society Translations 2 1955 95-110
15. K. Pyragas Continuous control of chaos by self-controlling feedback Physics Letters A 170 1992 421-428
16. M. Ramesh S. Narayanan Controlling chaotic motions in a two-dimensional airfoil using time-delayed feedback Journal of Sound and Vibration 239 2001 1037-1049
17. Rugh, W. J., 1981. Nonlinear Systems Theory, The Volterra-Wiener Approach. The Johns Hopkins University Press.
18. R.H. Scanlan R. Rosenbaum Introduction to the Study of Aircraft Vibration and Flutter 1951 Macmillan New York
19. Stépán, G., 1989. Retarded Dynamical Systems: Stability and Characteristic Functions, π Pitman Research Notes in Mathematics Series, vol. 210. Longman Scientific and Technical, co-published in the USA with Wiley, New York.
20. T.W. Strganac J. Ko D.E. Thompson A.J. Kurdila Identification and control of limit cycles oscillations in aeroelastic systems Journal of Guidance, Control, and Dynamics 23 2000 1127-1133
21. Yuan, Y., Yu, P., Librescu, L., Marzocca, P., 2003. Analysis of a 2-D supersonic lifting surface with time delayed feedback control. AIAA Paper 2003-1733, 44th AIAA/ASME/ASCE/ASC Structures, Structural Dynamics, and Materials Conference, April 7-10, 2003, Norfolk, VA, USA.