Note on the directional properties of meter-scale gravity waves
The directional distribution of the energy of young waves is bimodal for frequencies above twice the peak frequency; i.e., their directional distribution exhibits two peaks in different directions and a minimum between. Here we analyze in detail a typical case measured with a peak frequency <...
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doaj-2994c5e674744b1b8d3d30378bf4cfdd2020-11-25T02:20:40ZengCopernicus PublicationsOcean Science1812-07841812-07922018-01-0114415210.5194/os-14-41-2018Note on the directional properties of meter-scale gravity wavesC. Peureux0A. Benetazzo1F. Ardhuin2Laboratoire d'Océanographie Physique et Spatiale, Univ. Brest, CNRS, Ifremer, IRD, 29200 Plouzané, FranceInstitute of Marine Sciences, Italian National Research Council, Venice, ItalyLaboratoire d'Océanographie Physique et Spatiale, Univ. Brest, CNRS, Ifremer, IRD, 29200 Plouzané, FranceThe directional distribution of the energy of young waves is bimodal for frequencies above twice the peak frequency; i.e., their directional distribution exhibits two peaks in different directions and a minimum between. Here we analyze in detail a typical case measured with a peak frequency <i>f</i><sub>p</sub> = 0.18 Hz and a wind speed of 10.7 m s<sup>−1</sup> using a stereo-video system. This technique allows for the separation of free waves from the spectrum of the sea-surface elevation. The latter indeed tend to reduce the contrast between the two peaks and the background. The directional distribution for a given wavenumber is nearly symmetric, with the angle distance between the two peaks growing with frequency, reaching 150° at 35 times the peak wavenumber <i>k</i><sub>p</sub> and increasing up to 45 <i>k</i><sub>p</sub>. When considering only free waves, the lobe ratio, the ratio of oblique peak energy density over energy in the wind direction, increases linearly with the non-dimensional wavenumber <i>k</i>∕<i>k</i><sub>p</sub>, up to a value of 6 at <i>k</i>∕<i>k</i><sub>p</sub> <mo form="infix">≃</mo> 22, and possibly more for shorter components. These observations extend to shorter components' previous measurements, and have important consequences for wave properties sensitive to the directional distribution, such as surface slopes, Stokes drift or microseism sources.https://www.ocean-sci.net/14/41/2018/os-14-41-2018.pdf |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
C. Peureux A. Benetazzo F. Ardhuin |
spellingShingle |
C. Peureux A. Benetazzo F. Ardhuin Note on the directional properties of meter-scale gravity waves Ocean Science |
author_facet |
C. Peureux A. Benetazzo F. Ardhuin |
author_sort |
C. Peureux |
title |
Note on the directional properties of meter-scale gravity waves |
title_short |
Note on the directional properties of meter-scale gravity waves |
title_full |
Note on the directional properties of meter-scale gravity waves |
title_fullStr |
Note on the directional properties of meter-scale gravity waves |
title_full_unstemmed |
Note on the directional properties of meter-scale gravity waves |
title_sort |
note on the directional properties of meter-scale gravity waves |
publisher |
Copernicus Publications |
series |
Ocean Science |
issn |
1812-0784 1812-0792 |
publishDate |
2018-01-01 |
description |
The directional distribution of the energy of young waves is
bimodal for frequencies above twice the peak frequency; i.e., their
directional distribution exhibits two peaks in different directions and a
minimum between. Here we analyze in detail a typical case measured with a
peak frequency <i>f</i><sub>p</sub> = 0.18 Hz and a wind speed of
10.7 m s<sup>−1</sup> using a stereo-video system. This technique allows
for the separation of free waves from the spectrum of the sea-surface
elevation. The latter indeed tend to reduce the contrast between the two
peaks and the background. The directional distribution for a given wavenumber
is nearly symmetric, with the angle distance between the two peaks growing
with frequency, reaching 150° at 35 times the peak wavenumber
<i>k</i><sub>p</sub> and increasing up to 45 <i>k</i><sub>p</sub>. When considering only
free waves, the lobe ratio, the ratio of oblique peak energy density over
energy in the wind direction, increases linearly with the non-dimensional
wavenumber <i>k</i>∕<i>k</i><sub>p</sub>, up to a value of 6 at <i>k</i>∕<i>k</i><sub>p</sub> <mo form="infix">≃</mo> 22, and possibly more for shorter components. These observations extend to
shorter components' previous measurements, and have important consequences
for wave properties sensitive to the directional distribution, such as
surface slopes, Stokes drift or microseism sources. |
url |
https://www.ocean-sci.net/14/41/2018/os-14-41-2018.pdf |
work_keys_str_mv |
AT cpeureux noteonthedirectionalpropertiesofmeterscalegravitywaves AT abenetazzo noteonthedirectionalpropertiesofmeterscalegravitywaves AT fardhuin noteonthedirectionalpropertiesofmeterscalegravitywaves |
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