The fine structure of wind-wave spectra in a wind-wave tunnel is investigated inconnection with the process of nonlinear interaction among spectral components, where eachspectrum is calculated from about one hour of data measured with 8 wave gauges arrangedat a distance of 25 cm. It is found that there are several significant spikes, or primary modes, around the spectral maximum
fo. Among such primary modes, three primary modes includingthe spectral maximum satisfy the resonance condition 2
f0=
f1-F-
f2, where fi and
f2 are frequenciesof the higher and lower frequency modes adjacent to fo, while the frequency widthbetween adjacent modes,
f1-
f0 or
f0-
f2, is nearly equal to 0.1
f0. In the process of growthof the spectra with fetch, the energy density at the lower frequency
f2 increases accompaniedwith an energy decrease at the higher frequency
f1, and the mode
f2 replaces the mode foas the spectral maximum. This evolutional process is repeated several times in the range ofthe present experimental condition. These results suggest that the discrete primary modesare not due to statistical error, but rather due to some wave-wave interaction.
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