2015
DOI: 10.1175/jpo-d-14-0186.1
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Nonlinear Infragravity–Wave Interactions on a Gently Sloping Laboratory Beach

Abstract: A high-resolution dataset of three irregular wave conditions collected on a gently sloping laboratory beach is analyzed to study nonlinear energy transfers involving infragravity frequencies. This study uses bispectral analysis to identify the dominant, nonlinear interactions and estimate energy transfers to investigate energy flows within the spectra. Energy flows are identified by dividing transfers into four types of triad interactions, with triads including one, two, or three infragravity-frequency compone… Show more

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Cited by 65 publications
(108 citation statements)
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References 33 publications
(55 reference statements)
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“…The analysis presented in this paper is therefore consistent with previous studies [ Van Dongeren et al ., ; de Bakker et al ., ; Battjes et al ., ] suggesting lf wave breaking as the mechanism behind the sharp reduction in ILW amplitude. In Van Dongeren et al .…”
Section: Discussionmentioning
confidence: 98%
See 1 more Smart Citation
“…The analysis presented in this paper is therefore consistent with previous studies [ Van Dongeren et al ., ; de Bakker et al ., ; Battjes et al ., ] suggesting lf wave breaking as the mechanism behind the sharp reduction in ILW amplitude. In Van Dongeren et al .…”
Section: Discussionmentioning
confidence: 98%
“…The nonlinear wave interactions can be studied to the second order on the basis of high‐order spectral (HOS) energy balance [ Hasselmann et al ., ; Elgar and Guza , ; Herbers et al ., ; de Bakker et al ., , among others]. In these studies, the transport of energy associated with a frequency f is presented as a balance between the cross‐shore gradient of the energy flux spectrum F f , a nonlinear source Snl,f computed by bispectral analysis and a dissipation term Sds,f that includes energy losses such as wave breaking: Ff(x)x=Snl,f(x)+Sds,f(x). …”
Section: Experimental Setup and Methods Of Analysismentioning
confidence: 98%
“…This numerical model solves the nonlinear shallow water equations, including the terms for non-hydrostatic pressure, which make it suitable for simulating wave transformation as a result of nonlinear wave-wave interactions in the surf and swash regions. The model is also capable of simulating wave-current interaction, wave breaking (Smit et al, 2013;de Bakker et al, 2015), wave 20 transformation on reefs (Torres-Freyermuth et al, 2012;Zijlema et al, 2012), and wave-runup (e.g., Brinkkemper et al, 2013;Ruju et al, 2014;Guimarao et al, 2015;Medellín et al, 2016). For further details, including model equations see (Zijlema et al, 2011).…”
Section: Numerical Model Validation 15mentioning
confidence: 99%
“…⎯The local reflection coefficient at the offshore boundary of the underwater slope depends on the steepness of the incident waves and normalized bot tom slope and can be determined from formula (5).…”
Section: The Influence Of Underwater Peculiarities Of the Bottom Topomentioning
confidence: 99%
“…The experiments that are related to the studies of the ability of an underwater slope to create reflection are extremely rare. Among the works of this type that were carried out in the recent years we have to note unique laboratory experiments that studied the reflection of IGWs during wave transformation over a sloping bot tom [5,8]. As a result of these experiments it was established that infra gravity waves can also be sub jected to the process of their energy dissipation as gravity wind waves.…”
Section: Introductionmentioning
confidence: 99%