Asymmetry of wind waves studied in a laboratory tank
Asymmetry of wind waves was studied in laboratory tank tinder varied wind and fetch conditions using both bispectral analysis of wave records and third-order statistics of the surface elevation. It is found skewness S (the normalized third-order moment of surface elevation describing the horizontal...
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Copernicus Publications
1995-01-01
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Series: | Nonlinear Processes in Geophysics |
Online Access: | http://www.nonlin-processes-geophys.net/2/280/1995/npg-2-280-1995.pdf |
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doaj-dab0a14831bc4fa4a92ee5cb439d47602020-11-24T21:31:56ZengCopernicus PublicationsNonlinear Processes in Geophysics1023-58091607-79461995-01-0123/4280289Asymmetry of wind waves studied in a laboratory tankI. A. LeykinM. A. DonelanR. H. MellenD. J. McLaughlinAsymmetry of wind waves was studied in laboratory tank tinder varied wind and fetch conditions using both bispectral analysis of wave records and third-order statistics of the surface elevation. It is found skewness S (the normalized third-order moment of surface elevation describing the horizontal asymmetry waves) varies only slightly with the inverse wave u<sub>*</sub>/C<sub>m</sub> (where u<sub>*</sub> is the air friction velocity and C<sub>m</sub> is phase speed of the dominant waves). At the same time asymmetry A, which is determined from the Hilbert transform of the wave record and characterizes the skewness of the rate of change of surface elevation, increase consistently in magnitude with the ratio u<sub>*</sub>/C<sub>m</sub>. This suggests that nonlinear distortion of the wave profile determined by the degree of wind forcing and is a sensitive indicator of wind-wave interaction processes. It is shown that the asymmetric profile of waves can described within the frameworks of the nonlinear nonspectral concept (Plate, 1972; Lake and Yuen, 197 according to which the wind-wave field can be represented as a coherent bound-wave system consisting mainly of dominant component w. and its harmonics propagating with the same speed C. , as observed by Ramamonjiaris and Coantic (1976). The phase shift between o). harmonics is found and shown to increase with the asymmetry of the waves.http://www.nonlin-processes-geophys.net/2/280/1995/npg-2-280-1995.pdf |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
I. A. Leykin M. A. Donelan R. H. Mellen D. J. McLaughlin |
spellingShingle |
I. A. Leykin M. A. Donelan R. H. Mellen D. J. McLaughlin Asymmetry of wind waves studied in a laboratory tank Nonlinear Processes in Geophysics |
author_facet |
I. A. Leykin M. A. Donelan R. H. Mellen D. J. McLaughlin |
author_sort |
I. A. Leykin |
title |
Asymmetry of wind waves studied in a laboratory tank |
title_short |
Asymmetry of wind waves studied in a laboratory tank |
title_full |
Asymmetry of wind waves studied in a laboratory tank |
title_fullStr |
Asymmetry of wind waves studied in a laboratory tank |
title_full_unstemmed |
Asymmetry of wind waves studied in a laboratory tank |
title_sort |
asymmetry of wind waves studied in a laboratory tank |
publisher |
Copernicus Publications |
series |
Nonlinear Processes in Geophysics |
issn |
1023-5809 1607-7946 |
publishDate |
1995-01-01 |
description |
Asymmetry of wind waves was studied in laboratory tank tinder varied wind and fetch conditions using both bispectral analysis of wave records and third-order statistics of the surface elevation. It is found skewness S (the normalized third-order moment of surface elevation describing the horizontal asymmetry waves) varies only slightly with the inverse wave u<sub>*</sub>/C<sub>m</sub> (where u<sub>*</sub> is the air friction velocity and C<sub>m</sub> is phase speed of the dominant waves). At the same time asymmetry A, which is determined from the Hilbert transform of the wave record and characterizes the skewness of the rate of change of surface elevation, increase consistently in magnitude with the ratio u<sub>*</sub>/C<sub>m</sub>. This suggests that nonlinear distortion of the wave profile determined by the degree of wind forcing and is a sensitive indicator of wind-wave interaction processes. It is shown that the asymmetric profile of waves can described within the frameworks of the nonlinear nonspectral concept (Plate, 1972; Lake and Yuen, 197 according to which the wind-wave field can be represented as a coherent bound-wave system consisting mainly of dominant component w. and its harmonics propagating with the same speed C. , as observed by Ramamonjiaris and Coantic (1976). The phase shift between o). harmonics is found and shown to increase with the asymmetry of the waves. |
url |
http://www.nonlin-processes-geophys.net/2/280/1995/npg-2-280-1995.pdf |
work_keys_str_mv |
AT ialeykin asymmetryofwindwavesstudiedinalaboratorytank AT madonelan asymmetryofwindwavesstudiedinalaboratorytank AT rhmellen asymmetryofwindwavesstudiedinalaboratorytank AT djmclaughlin asymmetryofwindwavesstudiedinalaboratorytank |
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1725959305296871424 |