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On Rayleigh expansion for nonlinear long water waves
Wooyoung Choi
Mathematical Sciences
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peer-review
4
Scopus citations
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Dive into the research topics of 'On Rayleigh expansion for nonlinear long water waves'. Together they form a unique fingerprint.
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Keyphrases
Degree of Approximation
50%
Depth Model
50%
Depth-averaged Velocity
100%
Dispersive Models
50%
Euler Equations
50%
Finite Depth
100%
Fluid Layer
50%
Free Surface
50%
Fully Dispersive
50%
Hamiltonian Structure
50%
High-order Nonlinear Systems
50%
High-order Spectral Method
50%
Homogeneous Fluid
50%
Ill-posedness
50%
Large Amplitude
100%
Linear Dispersion Relation
50%
Long Waves
100%
Long-wave Model
100%
Nonlinear Long Waves
100%
Numerals
50%
Rayleigh Expansion
100%
Strongly Nonlinear
100%
Surface Elevation
50%
Surface Velocity
50%
Truncation
50%
Two Dimensional
50%
Velocity Potential
100%
Water Waves
100%
Engineering
Approximation Order
50%
Dispersion Relation
50%
Euler Equation
50%
Finite Depth
100%
Fluid Layer
50%
Free Surface
50%
Hamiltonian
50%
Linear Dispersion
50%
Nonlinear System
50%
Posedness
50%
Surface Velocity
50%
Truncation
50%
Two Dimensional
50%
Velocity Potential
100%
Wave Model
100%
Mathematics
Approximation Order
100%
Dispersion Relation
50%
Dispersive
50%
Euler Equation
50%
Free Surface
50%
Hamiltonian
50%
Homogeneous Fluid
50%
Nonlinear System
50%
Posedness
50%
Rayleigh
100%
Spectral Method
50%
Truncation
50%
Velocity Potential
100%
Physics
Nonlinear System
50%
Spectral Method
50%
Water Wave
100%
Earth and Planetary Sciences
Nonlinear System
50%
Spectral Method
50%
Water Wave
100%