K.V.Avramov, E.A.Strel’nikova, A.A.Kireenkov
Self-sustained vibrations of plate interacting with moving fluid

Applied hydromechanics, Vol. 13 (85) ¹ 1, (2011) p.3-9
Self-sustained vibrations of plates at two-sided interaction with moving fluid are considered. Fluid-structure interaction is described by a hyper singular integral equation, which is solved by Galerkin method. The plate performs geometrical nonlinear vibrations, which is described by finite-degree-of-freedom nonlinear dynamical system.
KEY WORDS:
self-sustained vibrations of plate, Galerkin method
TEXT LANGUAGE: Russian