Christos E. Papoutsellis
Christos E. Papoutsellis
Centre Européen de Recherche et d’Enseignement des Géosciences de l’Environnement
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TitleCited byYear
New form of the Hamiltonian equations for the nonlinear water-wave problem, based on a new representation of the DtN operator, and some applications
GA Athanassoulis, CE Papoutsellis
ASME 2015 34th International Conference on Ocean, Offshore and Arctic …, 2015
Implementation of a fully nonlinear Hamiltonian Coupled-Mode Theory, and application to solitary wave problems over bathymetry
CE Papoutsellis, AG Charalampopoulos, GA Athanassoulis
European Journal of Mechanics-B/Fluids 72, 199-224, 2018
Exact semi-separation of variables in waveguides with non-planar boundaries
GA Athanassoulis, CE Papoutsellis
Proceedings of the Royal Society A: Mathematical, Physical and Engineering …, 2017
Nonlinear water waves over varying bathymetry: theoretical and numerical study using variational methods
C Papoutsellis
National Technical University of Athens, 2016
A new efficient Hamiltonian approach to the nonlinear water-wave problem over arbitrary bathymetry
C Papoutsellis, G Athanassoulis
arXiv preprint arXiv:1704.03276, 2017
Semi-explicit solutions to the water-wave dispersion relation and their role in the non-linear Hamiltonian coupled-mode theory
TK Papathanasiou, CE Papoutsellis, GA Athanassoulis
Journal of Engineering Mathematics 114 (1), 87-114, 2019
An exact Hamiltonian coupled-mode system with application to extreme design waves over variable bathymetry
GA Athanassoulis, KA Belibassakis, CE Papoutsellis
Journal of Ocean Engineering and Marine Energy 3 (4), 373-383, 2017
Fully nonlinear modeling of nearshore wave propagation including the effects of wave breaking
C Papoutsellis, M Yates, B Simon, M Benoit
36th International Conference on Coastal Engineering (ICCE), 2018
Interaction of solitary water waves with uneven bottom using a Hamiltonian-Coupled Mode System
CE Papoutsellis, GA Athanassoulis, AG Charalampopoulos
Frontiers in Nonlinear Physics, 2016
Nonlinear irrotational water waves over variable bathymetry. The Hamiltonian approach with a new efficient representation of the Dirichlet to Neumann operator
GA Athanassoulis, CE Papoutsellis
2015 Days on Diffraction (DD), 1-7, 2015
Numerical simulation of non-linear water waves over variable bathymetry
CE Papoutsellis
Procedia Computer Science 66, 174-183, 2015
Modeling of depth-induced wave breaking in a fully nonlinear free-surface potential flow model
CE Papoutsellis, ML Yates, B Simon, M Benoit
Coastal Engineering, 103579, 2019
A numerical study of the run-up and the force exerted on a vertical wall by a solitary wave propagating over two tandem trenches and impinging on the wall
GA Athanassoulis, CP Mavroeidis, PE Koutsogiannakis, CE Papoutsellis
arXiv preprint arXiv:1907.11085, 2019
Modélisation du déferlement dû à la bathymétrie dans un code de simulation des vagues non-linéaires et dispersives en zone côtière
B Simon, C Papoutsellis, M Benoit, M Yates
Kinematics and dynamics of a solitary wave interacting with varying bathymetry and/or a vertical wall
C Papoutsellis, G Athanassoulis, AT Charalampopoulos
EGU General Assembly Conference Abstracts 19, 10716, 2017
Μη γραμμικό πρόβλημα υδάτινου κυματισμού: Σύγκριση διαφορετικών μεταβολικών μεθόδων
ΧΕ Παπουτσέλλης, CE Papoutsellis
Eron L. Aero, Anatolii N. Bulygin, Yurii V. Pavlov
YY Arlou, DA Tsyanenka, EV Sinkevich, GA Athanassoulis, ...
Electronic supplementary material (ESM)
GA Athanassoulis, CE Papoutsellis
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