HIGH RESOLUTION WAVE FORECASTING MODELS AND WAVE TURBULENCE THEORY
DOI
10.29006/1564-2291.JOR-2019.47(1).3
Keywords
wind waves, swell, wave forecasting models, wave turbulence, kinetic eqution, self-similar solutions
Abstract
Results of high resolution sea wave modeling are treated within the theory of wave (weak) turbulence. Spatial resolution 1 km is shown likely to be excessive and lead to appearance of artificial structures in fields of wave periods and steepness.
The research was supported by the state assignment of IO RAS, theme 0149-2019-0002.
References
- Badulin S. I., Pushkarev A.N., Resio D., and Zakharov V.E. Self-similarity of wind-driven seas. Nonl. Proc. Geophys., 2005, Vol. 12, pp. 891–946.
- Badulin S. I., Pushkarev A.N., Resio D., and Zakharov V. Weakly turbulent laws of wind-wave growth. J. Fluid Mech., 2007, Vol. 591, pp. 339–378.
- Badulin S.I. A physical model of sea wave period from altimeter data. J. Geophys. Res. Oceans, 2014, Vol. 119, pp. 856–869.
- Badulin S., Grigorieva V., Gavrikov A., Geogjaev V., Krinitskiy M., and Markina M. Wave steepness from satellite altimetry for wave dynamics and climate studies. Russian J. Earth Sciences, 2018, Vol. 18, pp. ES5005, doi:10.2205/2018ES000638.
Published
2019-05-28
Section
The XXII workshop of the Council of nonlinear dynamics of the Russian Academy of
Transfer of copyrights occurs on the basis of a license agreement between the Author and Shirshov Institute of Oceanology, RAS
