2011
DOI: 10.1142/s0578563411002331
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Local Concentration of Waves Due to Abrupt Alongshore Variation of Nearshore Bathymetry

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Cited by 4 publications
(3 citation statements)
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“…Small-scale laboratory experiments and simulations were conducted previously (Ranasinghe et al, 2010) to verify the mechanism of wave concentration over abruptly changing bottom topography in alongshore direction, which primarily results due to wave-current interaction (will not be explained in detail in this paper).…”
Section: Resultsmentioning
confidence: 99%
“…Small-scale laboratory experiments and simulations were conducted previously (Ranasinghe et al, 2010) to verify the mechanism of wave concentration over abruptly changing bottom topography in alongshore direction, which primarily results due to wave-current interaction (will not be explained in detail in this paper).…”
Section: Resultsmentioning
confidence: 99%
“…In the present study, the wave transformation in nearshore is modelled using a truncated form of Chen (2006) and Nwogu (1993) Boussinesq-type wave equations coupled with one-equation turbulence model (Nowgu, 1996) type) to determine the temporal and spatial evolution of the turbulent kinetic energy produced by wave breaking. Nwogu (1996), Tajima et al (2007), Ranasinghe et al (2009aRanasinghe et al ( , 2011, Siddique et al (2017) and Ranasinghe (2018) followed a similar approach for wave breaking induced energy dissipation over plane seabed slopes and seabeds with submerged structures; however, all used values for mixing length which are specific to the cases they studied. BOUSS-2D, a Boussinesq wave model developed to simulate waves and currents in nearshore regions and harbours by US Army Corps of Engineers (Nwogu & Demirbilek, 2001) too employs a TKE equation for wave breaking induced energy dissipation and recommends a value equal to water wave height for mixing length but with no emphasis on any variation due to bottom configuration or wave period.…”
Section: Introductionmentioning
confidence: 99%
“…Tajima and Sato (2010) carried out the laboratory experiments on the two dimensional basin and investigated how wave heights are locally concentrated when group waves with slowly varying envelopes were incident on the bathymetry where two bottom plane panels with different cross-shore slopes were attached with each other in the middle of the basin and a straight vertical seawall was placed along the shore. Ranasinghe et al (2011) carried out the similar experiments to those of Tajima and Sato (2010) and also tested the applicability of Boussinesq-type non-linear dispersive wave model for predictions of such wave concentrations.…”
Section: Introductionmentioning
confidence: 99%