Damien André
Arts et Métiers ParisTech
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Advances in Engineering Software | 2014
Damien André; Jean-Luc Charles; Ivan Iordanoff; Jérôme Neauport
This work was supported by the Conseil Regional d’Aquitaine and was conducted under the auspices of the Etude et Formation en Surfacage Optique (EFESO 2) project.
Volume 4: Advanced Manufacturing Processes; Biomedical Engineering; Multiscale Mechanics of Biological Tissues; Sciences, Engineering and Education; Multiphysics; Emerging Technologies for Inspection | 2012
Damien André; Ivan Iordanoff; Jean-Luc Charles; Jérôme Neauport
This work is a continuation of a previous study that investigated sub-surface damage in silica glass due to surface polishing. In this previous study, discrete element models have shown qualitatively good agreement with experiments. The presented work propose a model allowing quantitative results by focusing on the continuous part of the problem. Special attemption was given to the discrete element model of silica glass considered as perfectly isotropic, elastic and brittle. To validate this approach, numerical results are compared to experimental data from literature.Copyright
ASME/STLE 2012 International Joint Tribology Conference | 2012
Ivan Iordanoff; Jean Luc Charles; Damien André
Discrete Model is based on the description of the physical state (velocity, position, temperature, magnetic moment, electric potential ..) of a large number of discrete elements that form the media to be studied. It is not basedon a continuous description of the media. Thus, it is particularly well adapted to describe media evolution driven by discontinuous phenomena like the description of multi fracturation followed by debris flow like wear study.Recently, the use of discrete model has been widened to face problem encountered with complex rheological behavior and/or multi-physical behavior. Multi-physical problems face complex mathematical formulation because of the mixing of different families of differential equations when continuous approach is chosen. With the discrete model, each particle has a physical state and state evolution is due to local physical particle interaction: it is often much simple to write. From the beginning of the years 2000, this method has been widely applied for the study of tribological problems. Wear has been investigated[1], thermo-mechanical behavior of a contact[2], subsurface damage due to surface polishing[4]… Recently, it has been shownhow quantitative results can be obtained with this method[4]. To help and promote research in this area, a platform GranOO has been developed under a C++ environment and is distributed under thefree GPL license. The goal of this platform is to offer to researchers, especially in the tribology domain, a numerical and easy to use environment to facilitate the access to Discrete Element simulations. The main aspect of this platform ispresented in the extended abstract and some applicationsgiven as examples. Details can be found on url www.granoo.org.Copyright
Computer Methods in Applied Mechanics and Engineering | 2012
Damien André; Ivan Iordanoff; Jean-Luc Charles; Jérôme Neauport
Computer Methods in Applied Mechanics and Engineering | 2013
Damien André; Mohamed Jebahi; Ivan Iordanoff; Jean-Luc Charles; Jérôme Neauport
Composites Part B-engineering | 2015
Laurent Maheo; Frédéric Dau; Damien André; Jean-Luc Charles; Ivan Iordanoff
Journal of Non-crystalline Solids | 2013
Mohamed Jebahi; Damien André; Frédéric Dau; Jean-Luc Charles; Ivan Iordanoff
Applied Surface Science | 2015
P. Blaineau; Damien André; Philippe Darnis; N. Darbois; Olivier Cahuc; Jérôme Neauport
Computer Methods in Applied Mechanics and Engineering | 2017
Damien André; Bertrand Levraut; Nicolas Tessier-Doyen; Marc Huger
Solar Energy Materials and Solar Cells | 2017
Yasmine Lalau; Olivier Faugeroux; Emmanuel Guillot; Damien André; Marc Huger; Alain Proust; Thierry Chotard; Bernard Claudet