Publication | Open Access
Observation-Consistent Input and Whitecapping Dissipation in a Model for Wind-Generated Surface Waves: Description and Simple Calculations
257
Citations
59
References
2012
Year
AeroacousticsEngineeringSimple CalculationsSurface WaveShallow Water HydrodynamicsWave MotionWind-breaking DissipationWind EngineeringEarth ScienceWhitecapping DissipationNonlinear Ocean WavesLake GeorgeAtmospheric ScienceWind-wave InteractionWave AnalysisWave HydrodynamicsDissipation TermWave DynamicsMeteorologyWave PropagationGeographyObservation-consistent InputAerospace EngineeringWave GroupMeteorological ForcingAerodynamicsWind Energy Technology
The study builds on recent field observations of wind‑wave conditions in Lake George, New South Wales, and notes that further evaluation in more complex scenarios will follow. The paper introduces a new wind‑input and wind‑breaking dissipation formulation for phase‑averaged spectral models of wind‑generated surface waves. The authors develop parameterizations based on Lake George measurements, adding features such as airflow separation, nonlinear input, local and cumulative breaking, and evaluate four minimally calibrated variants with simple calculations. The evaluated models show generally favorable performance.
Abstract A new wind-input and wind-breaking dissipation for phase-averaged spectral models of wind-generated surface waves is presented. Both are based on recent field observations in Lake George, New South Wales, Australia, at moderate-to-strong wind-wave conditions. The respective parameterizations are built on quantitative measurements and incorporate new observed physical features, which until very recently were missing in source terms employed in operational models. Two novel features of the wind-input source function are those that account for the effects of full airflow separation (and therefore relative reduction of the input at strong wind forcing) and for nonlinear behavior of this term. The breaking term also incorporates two new features evident from observational studies; the dissipation consists of two parts—a strictly local dissipation term and a cumulative term—and there is a threshold for wave breaking, below which no breaking occurs. Four variants of the dissipation term are selected for evaluation, with minimal calibration to each. These four models are evaluated using simple calculations herein. Results are generally favorable. Evaluation for more complex situations will be addressed in a forthcoming paper.
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