An asymptotic analysis is developed to deduce the evolution equations compatible with the nonlinear shallow-water equations involving forcing terms. The Burgers-like equation obtained is integrated numerically and the propagation of an initial datum simulating a seismic impulse is investigated
Model equations for nonlinear water waves involving forcing effects
CURRO', Carmela;FUSCO, Domenico
2007-01-01
Abstract
An asymptotic analysis is developed to deduce the evolution equations compatible with the nonlinear shallow-water equations involving forcing terms. The Burgers-like equation obtained is integrated numerically and the propagation of an initial datum simulating a seismic impulse is investigatedFile in questo prodotto:
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