Pages that link to "Item:Q4318522"
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The following pages link to On reduced equations in the Hamiltonian theory of weakly nonlinear surface waves (Q4318522):
Displaying 39 items.
- An experimental and numerical study of the spatial evolution of unidirectional nonlinear water-wave groups (Q3556160) (← links)
- Can swell increase the number of freak waves in a wind sea? (Q3573289) (← links)
- Four-wave resonant interactions in the classical quadratic Boussinesq equations (Q3616187) (← links)
- Evolution of statistically inhomogeneous degenerate water wave quartets (Q4561745) (← links)
- Spectral evolution of weakly nonlinear random waves: kinetic description versus direct numerical simulations (Q4563917) (← links)
- Asymptotics for the long-time evolution of kurtosis of narrow-band ocean waves (Q4647312) (← links)
- Water waves in a deep square basin (Q4887849) (← links)
- Spatial evolution of young wind waves: numerical modelling verified by experiments (Q4970618) (← links)
- Kinematics of fluid particles on the sea surface: Hamiltonian theory (Q4976771) (← links)
- A Hamiltonian Dysthe equation for deep-water gravity waves with constant vorticity (Q5040033) (← links)
- Two-dimensional resonant triad interactions in a two-layer system (Q5144547) (← links)
- Three-dimensional surface gravity waves of a broad bandwidth on deep water (Q5154778) (← links)
- On an eddy viscosity model for energetic deep-water surface gravity wave breaking (Q5160167) (← links)
- On certain properties of the compact Zakharov equation (Q5171940) (← links)
- Modelling statistical wave interferences over shear currents (Q5221408) (← links)
- Fourth-order coupled nonlinear Schrödinger equations for gravity waves on deep water (Q5245072) (← links)
- Amplitude Equations for Weakly Nonlinear Surface Waves in Variational Problems (Q5275990) (← links)
- Fourth-order nonlinear evolution equations for a capillary-gravity wave packet in the presence of another wave packet in deep water (Q5303473) (← links)
- On some consequences of the canonical transformation in the Hamiltonian theory of water waves (Q5306119) (← links)
- FIFTH-ORDER EVOLUTION EQUATION OF GRAVITY–CAPILLARY WAVES (Q5370814) (← links)
- Phase-averaged equation for water waves (Q5406585) (← links)
- Large-time evolution of statistical moments of wind–wave fields (Q5417466) (← links)
- Resonant interactions between Kelvin ship waves and ambient waves (Q5458045) (← links)
- Kinetic equations in a third-generation spectral wave model (Q5853502) (← links)
- Hamiltonian Dysthe Equation for Three-Dimensional Deep-Water Gravity Waves (Q5865244) (← links)
- The nonlinear Benjamin–Feir instability – Hamiltonian dynamics, discrete breathers and steady solutions (Q5880855) (← links)
- On coupled envelope evolution equations in the Hamiltonian theory of nonlinear surface gravity waves (Q5889523) (← links)
- On the Badulin, Kharif and Shrira model of resonant water waves (Q5940223) (← links)
- On the predictability of evolution of surface gravity and gravity-capillary waves (Q5940236) (← links)
- New insight into classical equilibrium solutions of kinetic equations (Q5956060) (← links)
- Three- and four-wave resonances in the nonlinear quadratic Kelvin lattice (Q6058990) (← links)
- Apparent singularities of the finite-depth Zakharov equation (Q6094231) (← links)
- Instability of waves in deep water -- a discrete Hamiltonian approach (Q6094619) (← links)
- Parametrization of sea surface skewness and kurtosis with application to crest distributions (Q6177076) (← links)
- On the non-uniqueness of the kernel of the Zakharov equation in intermediate and shallow water: the connection with the Davey–Stewartson equation (Q6197172) (← links)
- On elementary four-wave interactions in dispersive media (Q6204882) (← links)
- Linear-shear-current modified nonlinear Schrödinger equation for gravity-capillary waves on deep water (Q6569014) (← links)
- Dispersive wave focusing on a shear current. II: Nonlinear effects (Q6593240) (← links)
- Nonlinear spatial evolution of degenerate quartets of water waves (Q6632922) (← links)
