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Professor MICHAEL AHARON STIASSNIE
Technion Civil and Environmental Engineering

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Phase Averagd Equations for Water-Waves

 

   Inhomogeneous Ocean, (Publication no.) 4.3, 2.46, 2.48, 2.58, 2.69

·  M. Stiassnie. Nonlinear interactions of inhomogeneous random water waves, ECMWF report of the Workshop on Ocean Waves Forecasting, Reading, July
2-4, 2001, 39-52.

·  M. Stiassnie, A. Regev and Y. Agnon, Recurrent solutions of Alber’s equation for random water-wave fields, 2008, J. of Fluid Mech., 598, 245-266.

·  A. Regev, Y. Agnon, M. Stiassnie and O. Gramstad,
Sea-swell interaction as a mechanism for the generation of freak-waves, 2008,
Phys. Fluids., 20, 112102-8.

·  A. Ribal, A.V. Babanin, I. Young, A. Toffoli and
M. Stiassnie, Recurrent solutions of the Alber equation initialized by JONSWAP spectra, 2013, J. of
Fluid Mech. 719, 314-344.

· R. Stuhlmeier and M. Stiassnie, Evolution of statistically inhomogeneous degenerate wave quartets, 2018, Phil. Trans. R. Soc. A 376, 20170101.


Homogeneous  Ocean, (Publication no.) 2.43, 2.57, 2.70, 2.71

·  M. Stiassnie and L. Shemer, On the
interaction of four water waves, 2005, Wave Motion, 41/4, 307-328.

·  O. Gramstad and M. Stiassnie, Phase
averaged equation for water waves, 2013, J. of Fluid Mech. 718, 280-303.

· R. Stuhlmeier and M. Stiassnie, Nonlinear Dispersion for Ocean Surface Waves, 2018, J. of Fluid Mech. 859, 49-58.

· D. Andrade, R. Stuhlmeier and M. Stiassnie, On the Generalized Kinetic Equation for Surface Gravity Waves, Blow-Up and Its Restraint, 2019, Fluids. 4(1), 2.

 

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