Wave Overtopping Models And Seawall Freeboards
Price
Free (open access)
Transaction
Volume
43
Pages
10
Published
1999
Size
809 kb
Paper DOI
10.2495/CE990521
Copyright
WIT Press
Author(s)
T.S. Hedges & M.T. Reis
Abstract
Unless the maximum wave run-up, R^ax o** the face of a seawall is greater than the freeboard of the structure, R^, then there is no overtopping (apart from wind-blown spray). This condition is satisfied in a new theoretical model of random wave overtopping developed by Hedges and Reis*. The minimum seawall freeboards necessary, according to the new model, to limit the mean overtopping rate per unit length of seawall, Q, to specified values are compared with the freeboards predicted by Owen's well-known and often- used expression (HRS^). Owen's relationship does not satisfy the condition in which Q = 0 unless R^ax >Rc The differences in the predicted freeboards for the overtopping discharges associated with
Keywords