Doctor of Philosophy, The Ohio State University, 2019, Aero/Astro Engineering
Impinging oblique shockwaves are commonplace in both external and internal flow paths on high-speed vehicles, and their prevalence will only increase with the continued pursuit of readily deployable flight vehicles. These shockwaves cause sharp pressure rises that create intense localized structural loads. Recently, impinging shocks waves have been identified as a mechanism to induce panel flutter, which presents a major concern for fatigue failure and increased noise generation. Critical to this is the fact that loss of panel stability occurs at different operating conditions and panel stiffness compared to classical panel flutter.
To date, research on shock-induced panel flutter has been limited to a two-dimensional, semi-infinite assumption. Additionally, most existing simulations on the topic are restricted to inviscid flow. This dissertation documents expanded understanding of shock-induced panel flutter phenomena by exploring the effects of three-dimensionality and viscosity on the aeroelastic system. The analysis is carried out numerically using the Air Force Research Laboratory FDL3DI code.
The first configuration considered is Mach 2 inviscid flow over a square panel. The panel is simply supported on all four edges, and the shockwave is set to impinge along the mid-chord. A parametric sweep is performed over non-dimensional dynamic pressure and incident shock angle. Mean, standard deviation, and time history of the panel response are presented. Additionally, the panel response is projected onto the natural mode shapes in order to gain deeper insight into the characteristics of the structural response. Fluid pressure snapshots are also provided. In general, the panel flutter response is qualitatively similar to previous studies on the semi-infinite configuration. Flutter amplitude is slightly lower and flutter frequency slightly higher for the three-dimensional configuration in all cases. Additionally, the critical non-dimensional dynamic pressure is i (open full item for complete abstract)
Committee: Jack McNamara Ph.D. (Advisor); Datta Gaitonde Ph.D. (Advisor); Miguel Visbal Ph.D. (Committee Member); Jen-Ping Chen Ph.D. (Committee Member)
Subjects: Aerospace Engineering; Mechanical Engineering