2016
DOI: 10.1016/j.ocemod.2016.01.002
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TRIADS: A phase-resolving model for nonlinear shoaling of directional wave spectra

Abstract: 2016-11-03T14:11:40

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Cited by 16 publications
(10 citation statements)
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“…The model is an extension of unidirectional models proposed for the first time for shallow water [17] and later recast [18] in a uniformly-valid formulation for arbitrary depth using the mild-slope equation. The current numerical implementation of the TRIADS model [19] has been widely described and applied [20]. In the simulation results ( Figure 5), the beach was assumed to be cylindrical (laterally uniform) and mildly sloping in the cross-shore direction.…”
Section: Triads Sample Computation Of the Generation Of Ig From The Lmentioning
confidence: 99%
“…The model is an extension of unidirectional models proposed for the first time for shallow water [17] and later recast [18] in a uniformly-valid formulation for arbitrary depth using the mild-slope equation. The current numerical implementation of the TRIADS model [19] has been widely described and applied [20]. In the simulation results ( Figure 5), the beach was assumed to be cylindrical (laterally uniform) and mildly sloping in the cross-shore direction.…”
Section: Triads Sample Computation Of the Generation Of Ig From The Lmentioning
confidence: 99%
“…For this endeavor, we couple the TRIADS model by Sheremet et al . [, and references therein] with boulder‐dislodgement model by Weiss and Diplas [, hereafter referred to as BoDiMo for boulder‐dislodgement model]. Due to the characteristics of the TRIADS model (see sections 2.2 and 2.4), the coupling between TRIADS and BoDiMo constitutes an important step toward a new paradigm for the use of deposits in hazard assessments integrated stochastic processes provide a mathematically consistent framework.…”
Section: Introductionmentioning
confidence: 99%
“…Different types of approaches and numerical models have been considered to numerically model the generation and propagation of infragravity waves. Two main approaches or types of models can be distinguished: (1) phase‐resolving [e.g., Herbers et al ., ; Madsen et al ., ; Kennedy et al ., ; Torres‐Freyermuth et al ., ; Bonneton et al ., ; Zijlema et al ., ; Ma et al ., ; Ruju et al ., ; Rijnsdorp et al ., ; Sheremet et al ., ] and (2) phase‐averaged models [e.g., Reniers et al ., ; Uchiyama and McWilliams , ; Long and Özkan‐Haller , ; Roelvink et al ., ; Eldeberky , ]. Phase‐resolving models account for the nonlinear gravity wave transformations and possible nonlinear energy transfer from the IG band to the gravity band.…”
Section: Introductionmentioning
confidence: 99%