Bifurcation of the self-excited oscillat
Bifurcation of the self-excited oscillations of a plate with slight damping in a supersonic gas flow
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A.N. Kulikov
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Article
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2009
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Elsevier Science
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English
⚖ 339 KB
A non-linear boundary-value problem is considered which simulates the oscillations of a plate in a supersonic gas flow. The classical version of the formulation of the problem, proposed by Bolotin, as well as several of its modifications considered by Holmes and Marsden, are taken as a basis. The os