New asymptotic description of nonlinear water waves in Lagrangian coordinates

New asymptotic description of nonlinear water waves in Lagrangian coordinates

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A new description of two-dimensional continuos free-surface flows in Lagrangian coordinates is proposed. It is shown that the position of a fluid particle in such flows can be represented as a fixed point of a transformation in R². Components of the transformation function satisfy the linear Euler-t...

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Dades bibliogràfiques
Autors principals:	Buldakov, E, Taylor, P, Eatock Taylor, R
Format:	Journal article
Idioma:	English
Publicat:	Cambridge University Press 2006
Matèries:	Engineering & allied sciences

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