2011
DOI: 10.1080/00221686.2011.566253
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Coupled wave action and shallow-water modelling for random wave runup on a slope

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Cited by 12 publications
(7 citation statements)
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“…This uncertainty occurs due to the fact that from every energy spectrum an infinite number of different waves sequences can be generated, simply by changing the initial seeding of the random phase distribution. Evidence that this plays an important role in the variability of results of numerical models was first given in studies by [23] for the prediction of run-up and [24] for overtopping which used a limited number of tests and waves, but showed that the parameters of overtopping can vary significantly with the seeding used. Subsequent work, using numerical models, by [25,26] carried out an extensive Monte Carlo analysis, and concluded that higher uncertainty was observed in both the overtopping discharge and the individual overtopping volumes when the probability of overtopping was less than 5%, with uncertainty decreasing as overtopping increased.…”
Section: Introductionmentioning
confidence: 99%
“…This uncertainty occurs due to the fact that from every energy spectrum an infinite number of different waves sequences can be generated, simply by changing the initial seeding of the random phase distribution. Evidence that this plays an important role in the variability of results of numerical models was first given in studies by [23] for the prediction of run-up and [24] for overtopping which used a limited number of tests and waves, but showed that the parameters of overtopping can vary significantly with the seeding used. Subsequent work, using numerical models, by [25,26] carried out an extensive Monte Carlo analysis, and concluded that higher uncertainty was observed in both the overtopping discharge and the individual overtopping volumes when the probability of overtopping was less than 5%, with uncertainty decreasing as overtopping increased.…”
Section: Introductionmentioning
confidence: 99%
“…To determine possible flooding from a swell wave event with additional sea‐level rise, a series of discrete scenarios were analysed using the following methodology (further details are in the Appendix): A one‐dimensional Shallow‐water and Boussinesq (SWAB) numerical model (McCabe et al, ; McCabe, Stansby, & Apsley, ; Stansby et al, ) was used to simulate the propagation of nearshore waves and overtopping volumes under extreme conditions for 2 hr, which allowed the modelled sea to produced peak overtopping conditions. Tides were subsequently included into the model simulations.…”
Section: Methodsmentioning
confidence: 99%
“…In this paper, the offshore wave-tide-surge model gives integrated wave quantities (H s , T z ) and so sequences of random waves would have to be generated that matched these integrated quantities -in a manner similar to that in McCabe et al(2011). While it seems reasonable to expect overtopping by random waves to be largely due to the higher waves, reported observations of wave-bywave overtopping are extremely scarce (Hunt-Raby et al, 2011).…”
Section: Surf Zone Modelmentioning
confidence: 99%