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Martin Ferrand
Martin Ferrand
EDF R&D
Email verificata su ponts.org
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Unified semi‐analytical wall boundary conditions for inviscid, laminar or turbulent flows in the meshless SPH method
M Ferrand, DR Laurence, BD Rogers, D Violeau, C Kassiotis
International Journal for Numerical Methods in Fluids 71 (4), 446-472, 2013
3092013
Unified semi-analytical wall boundary conditions applied to 2-D incompressible SPH
A Leroy, D Violeau, M Ferrand, C Kassiotis
Journal of Computational Physics 261, 106-129, 2014
1602014
Investigation of wall bounded flows using SPH and the unified semi-analytical wall boundary conditions
A Mayrhofer, BD Rogers, D Violeau, M Ferrand
Computer Physics Communications 184 (11), 2515-2527, 2013
912013
Unified semi-analytical wall boundary conditions in SPH: analytical extension to 3-D
A Mayrhofer, M Ferrand, C Kassiotis, D Violeau, FX Morel
Numerical Algorithms 68, 15-34, 2015
882015
Unsteady open boundaries for SPH using semi-analytical conditions and Riemann solver in 2D
M Ferrand, A Joly, C Kassiotis, D Violeau, A Leroy, FX Morel, BD Rogers
Computer Physics Communications 210, 29-44, 2017
582017
A SPH elastic-viscoplastic model for granular flows and bed-load transport
A Ghaïtanellis, D Violeau, M Ferrand, KEK Abderrezzak, A Leroy, A Joly
Advances in Water Resources 111, 156-173, 2018
472018
A new open boundary formulation for incompressible SPH
A Leroy, D Violeau, M Ferrand, L Fratter, A Joly
Computers & mathematics with applications 72 (9), 2417-2432, 2016
392016
Buoyancy modelling with incompressible SPH for laminar and turbulent flows
A Leroy, D Violeau, M Ferrand, A Joly
International Journal for Numerical Methods in Fluids 78 (8), 455-474, 2015
342015
Mixture model for two-phase flows with high density ratios: A conservative and realizable SPH formulation
T Fonty, M Ferrand, A Leroy, A Joly, D Violeau
International Journal of Multiphase Flow 111, 158-174, 2019
292019
Coupling SPH with a 1-D Boussinesq-type wave model
C Kassiotis, M Ferrand, D Violeau, BD Rogers, PK Stansby, M Benoit
6th International SPHERIC Workshop, 241--247, 2011
262011
Improved time scheme integration approach for dealing with semi analytical boundary conditions in SPARTACUS2D
M Ferrand, DRP Laurence, BD Rogers, D Violeau
5th International Spheric Workshop, 2010
202010
Frozen rotor and sliding mesh models applied to the 3D simulation of the Francis-99 Tokke turbine with Code_Saturne
N Tonello, Y Eude, BL de Meux, M Ferrand
Journal of Physics: Conference Series 782 (1), 012009, 2017
192017
A correlation for the discontinuity of the temperature variance dissipation rate at the fluid-solid interface in turbulent channel flows
C Flageul, I Tiselj, S Benhamadouche, M Ferrand
Flow, Turbulence and Combustion 103 (1), 175-201, 2019
172019
Application of the unified semi-analytical wall boundary conditions to multi-phase SPH
A Ghaitanellis, D Violeau, M Ferrand, A Leroy, A Joly
10th SPHERIC International Workshop, 2015
162015
Air entrainment modeling in the SPH method: a two-phase mixture formulation with open boundaries
T Fonty, M Ferrand, A Leroy, D Violeau
Flow, Turbulence and Combustion 105 (4), 1149-1195, 2020
132020
Semi-analytical conditions for open boundaries in smoothed particle hydrodynamics
C Kassiotis, D Violeau, M Ferrand
Proceedings of 8th international SPHERIC workshop, paper, 1-4, 2013
132013
Consistent wall boundary treatment for laminar and turbulent flows in SPH
M Ferrand, D Violeau, BD Rogers, D Laurence
VIth SPHERIC International Workshop, 2011
132011
Study of differential operators in the context of the semi-analytical wall boundary conditions
A Mayrhofer, BD Rogers, D Violeau, M Ferrand
Proc. 7th international SPHERIC workshop, 149-156, 2012
92012
Finite volume arbitrary Lagrangian-Eulerian schemes using dual meshes for ocean wave applications
M Ferrand, JC Harris
Computers & Fluids 219, 104860, 2021
82021
An implicit integral formulation to model inviscid fluid flows in obstructed media
C Colas, M Ferrand, JM Hérard, JC Latché, E Le Coupanec
Computers & Fluids 188, 136-163, 2019
72019
Il sistema al momento non può eseguire l'operazione. Riprova più tardi.
Articoli 1–20