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1. Full Text Direct dynamical energy cascade in the modified KdV equation
by Dutykh, Denys and Tobisch, Elena
Physica. D, ISSN 0167-2789, 03/2015, Volume 297, pp. 76 - 87
In this study we examine the energy transfer mechanism during the nonlinear stage of the Modulational Instability (MI) in the modified Korteweg–de Vries (mKdV)... 
Modified KdV equation | Modulational instability | NLS equation | Energy cascade | Korteweg–de Vries equation | Korteweg-de Vries equation | Physical Sciences | Physics, Fluids & Plasmas | Physics, Mathematical | Physics, Multidisciplinary | Mathematics | Mathematics, Applied | Physics | Science & Technology | Analysis | Numerical analysis | Fluid Dynamics | Computational Physics | Earth Sciences | Pattern Formation and Solitons | Analysis of PDEs | Geophysics | Nonlinear Sciences | Sciences of the Universe | General Mathematics | Chaotic Dynamics | Atmospheric and Oceanic Physics | Numerical Analysis | Mechanics | Mechanics of the fluids | General Physics | Fluids mechanics | Engineering Sciences | Exactly Solvable and Integrable Systems | Environmental Sciences | Global Changes
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2. Full Text Efficient computation of steady solitary gravity waves
by Dutykh, Denys and Clamond, Didier
Wave motion, ISSN 0165-2125, 01/2014, Volume 51, Issue 1, pp. 86 - 99
An efficient numerical method to compute solitary wave solutions to the free surface Euler equations is reported. It is based on the conformal mapping... 
Solitary wave | Surface waves | Euler equations | Petviashvili method | Gravity waves | Physical Sciences | Technology | Mechanics | Physics, Multidisciplinary | Acoustics | Physics | Science & Technology | Earth Sciences | Computational Physics | Fluid Dynamics | Pattern Formation and Solitons | Geophysics | Sciences of the Universe | Nonlinear Sciences | Classical Physics | Atmospheric and Oceanic Physics | Mechanics of the fluids | Fluids mechanics | Engineering Sciences | Exactly Solvable and Integrable Systems | Environmental Sciences | Global Changes
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3. Full Text Journal of geophysical research
American Geophysical Union
Geomagnetism | Periodicals | Astrophysics | Geophysics
eJournal
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4. Full Text On the modelling of shallow turbidity flows
by Liapidevskii, Valery Yu and Dutykh, Denys and Gisclon, Marguerite
Advances in water resources, ISSN 0309-1708, 03/2018, Volume 113, pp. 310 - 327
•A simple mathematical model for underwater avalanches, thermals and lock-exchange currents is presented.•The model is extensively validated by comparisons... 
Turbidity currents | Density flows | Conservation laws | Travelling waves | Self-similar solutions | Finite volumes | Shallow water flows | Water Resources | Physical Sciences | Science & Technology | Models | Fluid dynamics | Environmental law | Analysis | Turbulent flow | Computer simulation | Computational fluid dynamics | Conservation | Water conservation | Conservation principles | Sediments | Density currents | Solutions | Energy dissipation | Turbidity | Entrainment | Modelling | Mathematical models | Water resources | Self-similarity | Fluid Dynamics | Computational Physics | Atmospheric and Oceanic Physics | Analysis of PDEs | Mechanics | Mechanics of the fluids | Mathematics | Classical Physics | Physics
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5. Astrophysics and space physics reviews
Astrophysics and space physics reviews, ISSN 1071-703X, 1994
Periodicals | Space sciences | Astrophysics
Journal
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6. Full Text Group and phase velocities in the free-surface visco-potential flow: New kind of boundary layer induced instability
by Dutykh, Denys
Physics letters. A, ISSN 0375-9601, 2009, Volume 373, Issue 36, pp. 3212 - 3216
Water wave propagation can be attenuated by various physical mechanisms. One of the main sources of wave energy dissipation lies in boundary layers. The... 
Viscosity | Visco-potential flow | Free-surface flows | Dissipation | Bottom boundary layer | Physics, Multidisciplinary | Physical Sciences | Physics | Science & Technology | Analysis | Wave propagation | Boundary layer | Fluid Dynamics | Computational Physics | Earth Sciences | Analysis of PDEs | Geophysics | Mathematics | Sciences of the Universe | Atmospheric and Oceanic Physics | Numerical Analysis | Mechanics | Mechanics of the fluids | General Physics | Reactive fluid environment | Fluids mechanics | Engineering Sciences | Environmental Sciences | Global Changes
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7. Full Text Experimental and numerical study of the propagation of focused wave groups in the nearshore zone
by Abroug, Iskander and Abcha, Nizar and Dutykh, Denys and Jarno, Armelle and Marin, François
Physics letters. A, ISSN 0375-9601, 02/2020, Volume 384, Issue 6, p. 126144
The propagation of focused wave groups in intermediate water depth and the shoaling zone is experimentally and numerically considered in this paper. The... 
Pierson-Moskowitz | Frequency spectrum | JONSWAP | Focused wave groups | Nonlinear transfer | mPeregrine system | Physics, Multidisciplinary | Physical Sciences | Physics | Science & Technology | Fluid Dynamics | Computational Physics | Pattern Formation and Solitons | Atmospheric and Oceanic Physics | Mechanics | Mechanics of the fluids | General Physics | Nonlinear Sciences | Classical Physics | Exactly Solvable and Integrable Systems
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8. Journal of building physics
and International Association of Building PhysicsInternational Council for Research and Innovation in Building and Construction
Journal of building physics, ISSN 1744-2591, 2005
Building | Periodicals | Insulation (Heat) | Environmental engineering
Journal
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9. Full Text The VOLNA code for the numerical modeling of tsunami waves: Generation, propagation and inundation
by Dutykh, Denys and Poncet, Raphaël and Dias, Frédéric
European journal of mechanics, B, Fluids, ISSN 0997-7546, 11/2011, Volume 30, Issue 6, pp. 598 - 615
A novel tool for tsunami wave modeling is presented. This tool has the potential of being used for operational purposes: indeed, the numerical code VOLNA is... 
Shallow water equations | Run-down | Finite volumes | Tsunami waves | Run-up | Tsunami generation | Mechanics | Physical Sciences | Physics, Fluids & Plasmas | Technology | Physics | Science & Technology | Algorithms | Wave propagation | Mathematical analysis | Tools | Mathematical models | Tsunamis | Inundation | Earth Sciences | Computational Physics | Fluid Dynamics | Analysis of PDEs | Geophysics | Mathematics | Sciences of the Universe | Oceanography | Hydrology | Numerical Analysis | Mechanics of the fluids | Reactive fluid environment | Fluids mechanics | Ocean, Atmosphere | Engineering Sciences | Environmental Sciences | Global Changes
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10. Nonlinear physics of ecosystems
by Meron, Ehud
2015, ISBN 1439826315, xiii, 344
Biotic communities | Nonlinear theories | Mathematical models
Book
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