1. Wave Propagation inside an Inertia Wave. Part II: Wave Breaking
- Author
-
Karine Sartelet
- Subjects
Physics ,Atmospheric Science ,Classical mechanics ,Surface wave ,Wave propagation ,Wave packet ,Wave shoaling ,Stokes wave ,Breaking wave ,Wave vector ,Transverse wave ,Mechanics - Abstract
By launching monochromatic gravity wave packets of different frequencies, wavenumbers, and amplitudes below a localized inertia “background” wave, several assumptions and issues related to gravity wave dissipation and parameterizations are investigated: the influence of the time dependence of the background wave on wave breaking; the dependence of wave breaking on the initial wave packet frequency, vertical wavenumber, and amplitude; and the existence of a high-vertical-wavenumber cutoff beyond which all wave packets are dissipated into turbulence. An intermediate model is used that is two-dimensional, linear, and that models wave breaking with a mixed shear and convective adjustment scheme. Wave breaking is found to be reduced by the time dependence of the background wave, which has negative phase velocity, when the gravity waves are initially convectively stable. Large-scale dissipation, that is, dissipation associated with layers deeper than 400 m, occurs for gravity waves of initial vertical ...
- Published
- 2003
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