Abstract
The dynamics and response a pitch–plunge airfoil with cubic hardening nonlinearity in the pitch degree of freedom are investigated numerically. The aerodynamics is assumed to be linear and modeled using the unsteady aero-dynamical formulation. The flow is fluctuating in both the longitudinal and vertical directions. The fluctuating flow is mathematically modeled as a long time-scale random process. The mean flow speed is used as the bifurcation parameter, and response analysis is carried out by systematically varying the bifurcation parameter. The route to flutter is presented, and the role of noisy flow fluctuations in the same is analyzed by examining the dependency on noise intensity.
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References
Lee B, Jiang L, Wong Y (1999) Flutter of an airfoil with a cubic restoring force. J Fluids Struct 13:75–101
Fung YC (1993) An introduction to the theory of aeroelasticity. Dover
Hoblit FM (1988) Gust loads on aircraft: concepts and applications. Am Inst Aeronaut Astronaut
Poirel D, Price SJ (2007) Bifurcation characteristics of a two-dimensional structurally non-linear airfoil in turbulent flow. Nonlin Dyn 48(4):423–435
Zhao D, Zhang Q, Tan Y (2009) Random flutter of a 2-DOF nonlinear airfoil in pitch and plunge with freeplay in pitch. Nonlin Dyn 58(4):643
Venkatramani J (2017) Intermittency in pitch-plunge aeroelastic system. Doctoral dissertation
Jones RT (1940) The unsteady lift of a wing of finite aspect ratio. NACA Reports 681
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Santhakumar, N., Singh, D., Jagadish, V. (2021). Investigating the Route to Flutter in a Pitch–Plunge Airfoil Subjected to Combined Flow Fluctuations. In: Akinlabi, E., Ramkumar, P., Selvaraj, M. (eds) Trends in Mechanical and Biomedical Design. Lecture Notes in Mechanical Engineering. Springer, Singapore. https://doi.org/10.1007/978-981-15-4488-0_32
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DOI: https://doi.org/10.1007/978-981-15-4488-0_32
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