1998
DOI: 10.1029/98jc02098
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Bar‐trapped edge waves and longshore currents

Abstract: Abstract. Edge waves react to the presence of a mean longshore current as though the current was a change in bottom topography. In this way, the cross-shore shape of the edge wave can be amplified over the current, relative to the shoreline, in the same way as the edge wave shape can be amplified over bars. On a beach with both longshore currents and bars, the degree of edge wave amplification (or trapping) depends on the strength and location of the longshore current shear relative to the steepness of the bot… Show more

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Cited by 15 publications
(17 citation statements)
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“…In addition, only one profile extending across the surf zone was available during the experiment, possibly resulting in errors in predictions of high-mode edge waves, which are sensitive to the location of a surf zone sandbar. Previous surf zone studies [Huntley et al, 1981;Guza, 1987, 1993;Bryan and Bowen, 1998] have shown favorable agreement of current meter data with numerical predictions of edge waves. Recent numerical modeling [Reniers et al, 2004] suggests that the interaction between rhythmic surf zone morphology and incident waves forces the development of edge waves.…”
Section: Discussionmentioning
confidence: 75%
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“…In addition, only one profile extending across the surf zone was available during the experiment, possibly resulting in errors in predictions of high-mode edge waves, which are sensitive to the location of a surf zone sandbar. Previous surf zone studies [Huntley et al, 1981;Guza, 1987, 1993;Bryan and Bowen, 1998] have shown favorable agreement of current meter data with numerical predictions of edge waves. Recent numerical modeling [Reniers et al, 2004] suggests that the interaction between rhythmic surf zone morphology and incident waves forces the development of edge waves.…”
Section: Discussionmentioning
confidence: 75%
“…Differences between the energy-weighted, zero-forced, regression lines in the wave number -frequency domain and numerical predictions using a model that accounts for the effects of cross-shore variations to alongshore currents and bathyme- try [Falqués and Iranzo, 1992;Howd et al, 1992] can be well above 50% (Figure 4). Such differences could not be related to the height or slope of the cusps, nor to tidal levels, but potentially could originate from approximations in the edge wave model, which is linear, does not account for swash zone morphology and circulation patterns, uses the average alongshore beach profile, does not consider alongshore current nonuniformity, and is sensitive to changes in the beach profile [Bryan and Bowen, 1998]. In addition, only one profile extending across the surf zone was available during the experiment, possibly resulting in errors in predictions of high-mode edge waves, which are sensitive to the location of a surf zone sandbar.…”
Section: Discussionmentioning
confidence: 99%
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“…For the ideal case of rhythmic crescentic bar development, the model requires systematically alongshore-varying magnitudes of sediment advection, for example caused by narrow-banded edge waves (Aagaard and Bryan, 2003) or, in the more common case of broad-banded edge waves, by the trapping and (local) amplification of cross-shore edge wave length scales fitting the underlying linear bar structure (e.g. Symonds and Bowen, 1984;Bryan and Bowen, 1998) leading to dominant alongshore length scales over the bar crest.…”
Section: Discussionmentioning
confidence: 99%