On weakly nonlinear modulation of waves on deep water
By Karsten Trulsen, I. Kliakhandler, K. Dysthe, M. Velarde. 2000
194 citations recorded by the source corpus.
Subfields: Atmospheric Science, Earth-Surface Processes, Oceanography
View Paper: https://www.semanticscholar.org/paper/11d22cc0eac32e5cf6b9824293bea6e463257495
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Atmospheric Science
- Harald E. Krogstad
- Hervé Socquet-Juglard
- K. Dysthe
- Karsten Trulsen
- Ø. Kristiansen
- M. Onorato
- John Grue
- Jingdong Liu
In Earth-Surface Processes
- Ø. Kristiansen
- Dorian Fructus
- John Grue
- Didier Clamond
- Harald E. Krogstad
- Hervé Socquet-Juglard
- M. Onorato
- Karsten Trulsen
In Oceanography
- Ø. Kristiansen
- Dorian Fructus
- John Grue
- Didier Clamond
- M. Onorato
- Karsten Trulsen
- Harald E. Krogstad
- Hervé Socquet-Juglard
Citations in the corpus
- Physical Mechanisms of the Rogue Wave Phenomenon (2003, unknown): “[71] noticing the importance”
- Super Rogue Waves: Observation of a Higher-Order Breather in Water Waves (2012, background): “An experimentally observed asymmetry between the waves before and after the rogue wave can be explained in terms of higher-order NLS equations with odd terms such as Dysthe [30] or similar [31] equations that account for the formation of asymmetric wave packets.”
- Probability distributions of surface gravity waves during spectral changes (2005, methodology): “The higher-order NLS-type equations used in the present simulations have been discussed in Dysthe (1979), Trulsen & Dysthe (1996) and Trulsen et al. (2000), and are not reproduced here.”
- Evolution of a narrow-band spectrum of random surface gravity waves (2003, methodology): “The NLS equation is given in (1), while the higher-order equations can be found in Dysthe (1979), Trulsen & Dysthe (1996) and Trulsen et al. (2000), and are not reproduced here.”
- Freak waves as nonlinear stage of Stokes wave modulation instability (2006, unknown): “[32], Ablovitz et al.”
- Stabilizing the Benjamin–Feir instability (2005, background): “They ran into some difficulties, which inspired further work by Crawford et al. (1981), Tulin & Waseda (1999), and Trulsen et al. (2000) .”
- An efficient model for three-dimensional surface wave simulations (2005, methodology): “The initial condition is obtained using an algorithm by Tanaka [32] which computes the exact solitary wave solution.”