2010
DOI: 10.1029/2009jc005892
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Influence of storm surges and sea level on shallow tidal basin erosive processes

Abstract: [1] The finite-element model WWTM is applied to a system of lagoons at the Virginia Coast Reserve, USA. The model solves the shallow water equations to compute tidal fluxes, and is equipped with a wave propagation module to calculate wave height during local wind events. The model is validated using measured water elevations, wave heights, and periods at five locations within the lagoon system. Scenarios with different wind conditions, storm surges, and relative sea level are simulated. Results are analyzed in… Show more

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Cited by 119 publications
(132 citation statements)
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References 41 publications
(72 reference statements)
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“…We therefore develop a simple dynamic model that includes the following processes: (i) wave power and related marsh boundary erosion increases with tidal flat fetch and depth; (ii) marsh boundary erosion increases the fetch of the adjacent tidal flats, thus increasing wave power (1,14); (iii) marsh boundary erosion releases sediments that become available to settle on the tidal flats, reducing water depths and thus decreasing wave power (1,14,15); (iv) fetch and depth control sediment resuspension by waves on the tidal flat. This resuspension mechanism, combined with tidal fluxes, determines the sediment exchange with the open sea and whether the tidal flat erodes or aggrades in time (16).…”
mentioning
confidence: 99%
“…We therefore develop a simple dynamic model that includes the following processes: (i) wave power and related marsh boundary erosion increases with tidal flat fetch and depth; (ii) marsh boundary erosion increases the fetch of the adjacent tidal flats, thus increasing wave power (1,14); (iii) marsh boundary erosion releases sediments that become available to settle on the tidal flats, reducing water depths and thus decreasing wave power (1,14,15); (iv) fetch and depth control sediment resuspension by waves on the tidal flat. This resuspension mechanism, combined with tidal fluxes, determines the sediment exchange with the open sea and whether the tidal flat erodes or aggrades in time (16).…”
mentioning
confidence: 99%
“…Wave-energy flux is the most often investigated factor affecting erosion rates and found to be significantly related with erosion rate in many cases (Dalrymple, 1986;Gelinas and Qidgley, 1973;Marani et al, 2011;Mariotti et al, 2010;Mcloughlin et al, 2015;Ronald and Douglas, 2005;Schwimmer, 2001), although other studies have observed a lack of significant relationships between the wave-energy flux (or wave power) and shoreline erosion rates at local and low-wave-energy shorelines (Cowart et al, 2010;Ravens et al, 2009), The regression equation that Schwimmer (2001) found is…”
Section: Wave Power Versus Erosion Ratesmentioning
confidence: 89%
“…Lateral marsh scarp boundary movement is a complex function of waves, sediment transport and deposition, vegetation, wind, and tidal oscillation [69]. Although established vegetation is helpful for edge stabilization during gradual sea-level and tidal changes, soil type is a greater contributor to stability in more extreme events, such as breaking waves [70].…”
Section: Edge Erosionmentioning
confidence: 99%