Título de la tesis:

Autor/es:

Mancebo, Francisco J. - Vega de Prada, José Manuel

Tipo de documento:

Artículo

Universidad:

E.T.S.I. Aeronáuticos (UPM)

Departamento:

Fundamentos Matemáticos de la Tecnología Aeronáutica

Idioma:

Palabras clave:

Fecha de la defensa:

Julio 2006-01-01

Notas:

Resumen: A weakly nonlinear analysis of one-dimensional viscous Faraday waves in two-dimensional large-aspect-ratio containers is presented. The surface wave is coupled to a viscous long-wave mean flow that is slaved to the free-surface deformation. The relevant Ginzburg?Landau-like amplitude equations are derived from first principles, and can be of three different types, depending on the ratio between wavelength, depth and the viscous length. These three equations are new in the context of Faraday waves. The coefficients of these equations are calculated for arbitrary viscosity and compared with thei...

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