@article{7cbb2bd7b3064b02b4aa4182a1691b87,
title = "Efficient computation of capillary-gravity generalised solitary waves",
abstract = "This paper is devoted to the computation of capillary-gravity solitary waves of the irrotational incompressible Euler equations with free surface. The numerical study is a continuation of a previous work in several points: an alternative formulation of the Babenko-type equation for the wave profiles, a detailed description of both the numerical resolution and the analysis of the internal flow structure under a solitary wave. The numerical code used in this study is provided in open source for those interested readers.",
keywords = "Capillary-gravity waves, Euler equations, Generalised solitary waves, Solitary surface waves",
author = "Denys Dutykh and Didier Clamond and Angel Dur{\'a}n",
note = "Funding Information: D. Clamond \& D. Dutykh would like to acknowledge the support of CNRS under the PEPS InPhyNiTi 2015 project FARA. A. Dur{\'a}n has been supported by project MTM2014-54710-P. D. Dutykh \& A. Dur{\'a}n acknowledge the hospitality of Laboratoire J.A. Dieudonn{\'e} UMR 7351 as well as of the University of Nice Sophia Antipolis where important parts of this work have been performed. All the authors would like to thank Professor Taras Lakoba (University of Vermont, USA) for very stimulating discussions on the numerical methods for nonlinear travelling waves. Publisher Copyright: {\textcopyright} 2016 Elsevier B.V.",
year = "2016",
month = sep,
day = "1",
doi = "10.1016/j.wavemoti.2016.04.007",
language = "British English",
volume = "65",
pages = "1--16",
journal = "Wave Motion",
issn = "0165-2125",
publisher = "Elsevier B.V.",
}