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Items published in "2008"

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Jump to: B | C | H | T | V | W
Number of items: 9.

B

Bedwani, S., Guibault, F., & Rochefort, A. (2008). Nanoscale Adaptive Meshing for Rapid Stm Imaging. Journal of Computational Physics, 227(14), 6720-6726. External link

C

Camarero, R., Courchesne, O., & Guibault, F. (2008, June). Hybrid mesh validation and visualization [Paper]. International conference on Numerical geometry, grid generation and scientific computing, Moscow. External link

H

Haroutunian, A., Guibault, F., Vu, T. C., & Trépanier, J.-Y. (2008, October). Draft tube pier leading edge shape optimization [Paper]. 24th IAHR Symposium on Hydraulic Machinery and Systems, Foz do Iguacu, Brazil. Unavailable

T

Thériault, J., Cheriet, F., & Guibault, F. (2008, June). Automatic detection of the back valley on scoliotic trunk using polygonal surface curvature [Paper]. 5th International Conference on Image Analysis and Recognition (ICIAR 2008), Povoa de Varzim, Portugal. External link

Tribes, C., Guibault, F., Farinas, M.-I., Dubé, J.-F., Murry, N., Vu, T.-C., & Demers, E. (2008, October). Combining optimization techniques and conventional engineering practices to design francis runners [Paper]. 24th IAHR Symposium on Hydraulic Machinery and Systems, Foz do Iguacu, Brazil. Unavailable

Tribes, C., Guibault, F., Murry, N., Vu, T. C., & Demers, E. Robustness and efficency of Francis runners managed by optimization [Paper]. Hydro 2008 Conference. Unavailable

V

Vu, T.-C., Le Roy, V., & Guibault, F. (2008, October). Hydraulic stepped seal optimization [Paper]. 24th IAHR Symposium on Hydraulic Machinery and Systems, Foz do Iguacu, Brazil. Unavailable

W

Wang, M., & Guibault, F. (2008, October). Subdivision-based geometric domain description for integrated mesh adaptation and geometry modification [Paper]. 8th International Meeting on Applied Scientific Computing and Tools for Grid Generation, Approximation and Visualization (IMACS/ISGG Workshop MASCOT 2008), Rome, Italy. Unavailable

Wang, Y., Guibault, F., & Camarero, R. (2008). Eikonal Equation-Based Front Propagation for Arbitrary Complex Configurations. International Journal for Numerical Methods in Engineering, 73(2), 226-247. External link

List generated on: Thu Apr 18 06:21:54 2024 EDT