2018
DOI: 10.1029/2018jc013933
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Mechanisms of Wave‐Driven Water Level Variability on Reef‐Fringed Coastlines

Abstract: Wave‐driven water level variability (and runup at the shoreline) is a significant cause of coastal flooding induced by storms. Wave runup is challenging to predict, particularly along tropical coral reef‐fringed coastlines due to the steep bathymetric profiles and large bottom roughness generated by reef organisms, which can violate assumptions in conventional models applied to open sandy coastlines. To investigate the mechanisms of wave‐driven water level variability on a reef‐fringed coastline, we performed … Show more

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Cited by 62 publications
(46 citation statements)
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“…7(a). These locations of minimum and maximum C ηη ( f ) correspond to nodes and antinodes in a standing wave (Buckley et al 2018;Klopman and van der Meer 1999;Symonds et al 1982). This is further corroborated using Eq.…”
Section: Reflection Of Infragravity Waves At the Dikesupporting
confidence: 73%
“…7(a). These locations of minimum and maximum C ηη ( f ) correspond to nodes and antinodes in a standing wave (Buckley et al 2018;Klopman and van der Meer 1999;Symonds et al 1982). This is further corroborated using Eq.…”
Section: Reflection Of Infragravity Waves At the Dikesupporting
confidence: 73%
“…Wave setup is a particular concern for island shorelines that are otherwise protected from wave energy by coral reefs (Vetter et al 2010;Becker et al 2014;Hoeke et al 2015;Buckley et al 2018). At these locations, wave setup can be the largest single non-tidal contributor to extreme water levels (Merrifield et al 2014).…”
Section: Wave Setupmentioning
confidence: 99%
“…An approach which could be considered to have separated the contribution of bathymetric depth‐induced breaking and beach swash processes, though not explicitly indicated, is the spectral partitioning analysis of the swash height (Buckley et al, ; Stockdon et al, , ). The bathymetric depth‐induced breaking effect could be largely (but not exactly) attributed to spectral significant height of frequencies lower than the chosen threshold, for example, 0.05 Hz (infragravity waves) and the beach face swash effect to significant height of frequencies higher than that threshold (incident waves) considering the studies such as Guza and Thornton () and Symonds and Bowen ().…”
Section: Shoreline Wave Setup Equations For Natural Sandy Beachesmentioning
confidence: 99%
“…Australia has a wide diversity of coastal beaches, including fringing reef coastlines and rocky platforms, each of which produces a different shoreline wave effect (Buckley et al, ; Merrifield et al, ; Power et al, ). As first step to identifying the contribution of waves to extreme water levels, this paper will focus on estimates for natural sandy beaches directly exposed to open ocean wind waves only.…”
Section: Introductionmentioning
confidence: 99%