THE EQUATIONS FOR INTERNAL AND MEAN FLOW PROPERTIES IN THE SWASH ZONE

M. Brocchini; D.H. Peregrine

doi:10.9753/icce.v25.%p

Núm. 25 (1996), Conference Proceedings

Núm. 25 (1996)

THE EQUATIONS FOR INTERNAL AND MEAN FLOW PROPERTIES IN THE SWASH ZONE

Conference Proceedings

Publicado 1996-01-29

M. Brocchini⁺⁻
D.H. Peregrine⁺⁻

M. Brocchini

School of Mathematics, University of Bristol

D.H. Peregrine

School of Mathematics, University of Bristol

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swash zone
mean flow
integral flow
flow properties

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THE EQUATIONS FOR INTERNAL AND MEAN FLOW PROPERTIES IN THE SWASH ZONE. (1996). Coastal Engineering Proceedings, 1(25). https://doi.org/10.9753/icce.v25.%p

Resumen

The swash zone is the area of a beach where the waves move the instantaneous shoreline back and forth. This zone is modelled using the nonlinear shallowwater equations (NLSWE) as equations of motion, as is appropriate for gently sloping beaches. Integrated swash zone boundary conditions are derived for wave resolving models: their use gives considerable numerical advantages. Waveaveraged and swash-zone integrated boundary conditions have also been derived. They include numerous terms for which closures are to be found.

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Authors retain copyright and grant the Proceedings right of first publication with the work simultaneously licensed under a Creative Commons Attribution License that allows others to share the work with an acknowledgement of the work's authorship and initial publication in this Proceedings.

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THE EQUATIONS FOR INTERNAL AND MEAN FLOW PROPERTIES IN THE SWASH ZONE

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