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Items where Author is "Fortin, A."

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Number of items: 9.


Fortin, A., Briffard, T., & Garon, A. (2015). A more efficient anisotropic mesh adaptation for the computation of Lagrangian coherent structures. Journal of Computational Physics, 285, 100-110. External link

Fortin, A., Bertrand, F., Fortin, M., Chamberland, E., Boulanger-Nadeau, P. E., El Maliki, A., & Najeh, N. (2004). An Adaptive Remeshing Strategy for Shear-Thinning Fluid Flow Simulations. Computers & Chemical Engineering, 28(11), 2363-2375. External link

Fortin, A., Hail, N., & Jaumard, B. (2003, March). A tabu search heuristic for the dimensioning of 3G multi-service networks [Paper]. WCNC 2003 - IEEE Wireless Communications and Networking Conference. External link

Fortin, A., Béliveau, A., Heuzey, M.-C., & Lioret, A. (2000). Ten years using discontinuous galerkin methods for polymer processing problems. In Cockburn, B., Karniadakis, G. E., & Shu, C.-W. (eds.), Discontinuous galerkin methods : theory, computation and applications (Vol. 11, 321-326). External link


Heuzey, M.-C., Wood-Adams, P. M., & Fortin, A. (2002). Using truncated relaxation spectra in the simulation of viscoelastic flows. Canadian Journal of Chemical Engineering, 80(3), 443-455. External link


N'Dri, K. D., Garon, A., & Fortin, A. (2001). A New Stable Space-Time Formulation for Two-Dimensional and Three-Dimensional Incompressible Viscous Flow. International Journal for Numerical Methods in Fluids, 37(8), 865-884. External link


Pelletier, D., Garon, A., Fortin, A., Bertrand, F., & Tanguy, P. A. (1989, July). Natural finite elements for 3D incompressible viscous flow [Paper]. 6th International Conference on Numerical Methods in Laminar and Turbulent Flow, Swansea, UK. Unavailable


Tanguy, P. A., Bertrand, F., Gadbois, M., & Fortin, A. (1988, August). A finite element model for the advective heat transfer [Paper]. 17th International Congress on Theory and Applied Mechanics, Grenoble, France. Unavailable


Wane, B. A., Urquiza, J. M., Fortin, A., & Pelletier, D. (2012). Hierarchical elements for the iterative solving of turbulent flow problems on anisotropic meshes. European Journal of Computational Mechanics, 21(1-2), 22-39. External link

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