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Development of a bimodal structure in ocean wave spectra
by
Toffoli, A.
, Monbaliu, J.
, Bitner-Gregersen, E. M.
, Onorato, M.
in
bimodal structure
/ Computer simulation
/ Dissipation
/ Earth sciences
/ Earth, ocean, space
/ Energy distribution
/ Exact sciences and technology
/ Geophysics
/ Marine
/ Nonlinear systems
/ Nonlinearity
/ Ocean waves
/ Oceans
/ Physical oceanography
/ Spectra
/ Spreads
/ Wave energy
/ wave nonlinearity
/ wave spectrum
2010
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Development of a bimodal structure in ocean wave spectra
by
Toffoli, A.
, Monbaliu, J.
, Bitner-Gregersen, E. M.
, Onorato, M.
in
bimodal structure
/ Computer simulation
/ Dissipation
/ Earth sciences
/ Earth, ocean, space
/ Energy distribution
/ Exact sciences and technology
/ Geophysics
/ Marine
/ Nonlinear systems
/ Nonlinearity
/ Ocean waves
/ Oceans
/ Physical oceanography
/ Spectra
/ Spreads
/ Wave energy
/ wave nonlinearity
/ wave spectrum
2010
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Do you wish to request the book?
Development of a bimodal structure in ocean wave spectra
by
Toffoli, A.
, Monbaliu, J.
, Bitner-Gregersen, E. M.
, Onorato, M.
in
bimodal structure
/ Computer simulation
/ Dissipation
/ Earth sciences
/ Earth, ocean, space
/ Energy distribution
/ Exact sciences and technology
/ Geophysics
/ Marine
/ Nonlinear systems
/ Nonlinearity
/ Ocean waves
/ Oceans
/ Physical oceanography
/ Spectra
/ Spreads
/ Wave energy
/ wave nonlinearity
/ wave spectrum
2010
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Journal Article
Development of a bimodal structure in ocean wave spectra
2010
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Overview
Traditionally, the directional distribution of ocean waves has been regarded as unimodal, with energy concentrated mainly on the wind direction. However, numerical experiments and field measurements have already demonstrated that the energy of short waves tends to be accumulated along two off‐wind directions, generating a bimodal directional distribution. Here, numerical simulations of the potential Euler equations are used to investigate the temporal evolution of initially unimodal directional wave spectra. Because this approach does not include external forcing such as wind and breaking dissipation, spectral changes are only driven by nonlinear interactions. The simulations show that the wave energy spreads outward from the spectral peak, following two characteristic directions. As a result, the directional distribution develops a bimodal form as the wavefield evolves. Although bimodal properties are more pronounced in the high wave number part of the spectrum, in agreement with previous field measurements, the simulations also show that directional bimodality characterizes the spectral peak.
Publisher
Blackwell Publishing Ltd,American Geophysical Union
Subject
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