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Unified semi-analytical wall boundary conditions for inviscid, laminar or turbulent flows in the meshless SPH method Ferrand M., Laurence D. R., Rogers B. D., Violeau D., Kassiotis C. International Journal for Numerical Methods in Fluids 71, 476-472 (2013) Online [hal-00691603 - version 1]

A fully nonlinear implicit model for wave interactions with submerged structures in forced or free motion Guerber E., Benoit M., Grilli S. T., Buvat C. Engineering Analysis with Boundary Elements 36 (2012) 1151-1163 [hal-00679692 - version 1]

Dam-break flows over mobile beds: experiments and benchmark tests for numerical models Soares-Frazao S., Canelas R., Cao Z., Cea L., Chaudhry H., Die Moran A., El Kadi K., Ferreira R., Cadorniga I., Gonzalez-Ramirez N. et al Journal of Hydraulic Research 50, 4 (2012) 364-375 [hal-00798131 - version 1]

Seasonal autoregressive modelling of skew storm surge series Weiss J., Bernadara P., Andreewsky M., Benoit M. Ocean Modelling 47 (2012) 41-54 [hal-00798111 - version 1]

Simulation of dredged sediment releases into homogeneous water using a two-phase model Nguyen D.H., Pham Van Bang D., Lévy F., Guillou S., Nguyen K. D., Chauchat J. Advances in Water Resources 48 (2012) 102-112 [hal-00798096 - version 1]

A family of explicit algebraic models for Reynolds stresses and passive scalar fluxes Ferrand M., Violeau D. Journal of Hydraulic Research 50, 5 (2012) 494-505 [hal-00796103 - version 1]

Transport of isotropic particles in a partially obstructed channel flow Joly A., Violeau D., Moulin F., Astruc D., Kassiotis C. Journal of Hydraulic Research 50, 3 (2012) 494-505 [hal-00796099 - version 1]

Diffusion in grid turbulence of isotropic macro-particles using a Lagrangian stochastic method: theory and validation Joly A., Moulin F., Violeau D. Physics of Fluids 24 (2012) 103303 [hal-00796088 - version 1]

Modélisation spectrale des états de mer par un calcul quasi-exact des interactions non-linéaires vague-vague Gagnaire-Renou E., Benoit M. Houille Blanche 2012, 3 (2012) 51-60 [hal-00796076 - version 1]

A fast Monte-Carlo method with a Reduced Basis of Control Variates applied to Uncertainty Propagation and Bayesian Estimation Boyaval S. Computer Methods in Applied Mechanics and Engineering 241-244 (2012) 190-205 [hal-00796063 - version 1]