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A Fourier-Boussinesq method for nonlinear water waves
Harry B. Bingham,
Yehuda Agnon
Civil and Environmental Engineering
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Keyphrases
Fourier
100%
Boussinesq
100%
Mild Slope
100%
Fully Dispersive
100%
Nonlinear Water Waves
100%
Water Depth
50%
Nonlinear Waves
50%
Shallow Water
50%
Highly Nonlinear
50%
Wave number
50%
Fast Fourier Transform
50%
Finite Difference
50%
Variable Depth
50%
Nonlinear Shoaling
50%
Steady Waves
50%
Submerged Bar
50%
Spectral Solution
50%
Dispersive Behaviour
50%
Bragg Resonant Reflection
50%
Bottom Waves
50%
2D Hilbert Transform
50%
Earth and Planetary Sciences
Nonlinear Wave
100%
Water Depth
100%
Shallow Water
100%
Bragg Cell
100%
Water Wave
100%
Physics
Water Wave
100%
Finite Difference Method
100%
Shallow Water
100%
Nonlinear Wave
100%
Engineering
Boussinesq's Hypothesis
100%
Wave Number
50%
Bragg Cell
50%
Spectral Solution
50%
Fast Fourier Transform
50%