References
- Anderson , G. N. , Tang , N. Y. and Patil , R. S. October 1996 . Aluminum Distribution in a CGL Bath , 44 – 62 . Chicago, IL : 88th Galvanizers Association Meeting .
- Gagné , M. and Gang , M. Numerical Modeling of Fluid Flow Pattern in a Continuous Galvanizing Bath, in Iron & Steel Society (ed.), GALVATECH'98, pp. 90-95, 1998
- Otsuka , K. and M . Arai, and S. Kasai, Development of Dross Control Methods in a Continuous Galvanizing Pot by Numerical Bath Flow Analysis, in Iron & Steel Society, (ed.), GALVATECH'98, pp. 96-101, 1998
- Ajersch , F. , Trépanier , L. and Goodwin , F. E. 2002 . Particle Size and Composition of Dross Particles from Galvanize and Galvanneal Operations, in Iron and Steel Society Vol. XL , 771 – 780 . 44th MWSP Conf. Proc.
- Liu , Y. H. , Tang , N.-Y. , Zhang , L. , Denner , S. G. and Goodwin , F. E. 2002 . Dross Formation and Control during Transition from Galvannealing to Galvanizing, in Iron and Steel Society (ed.), 44th MWSP Conf. Proc. Vol. XL , 781 – 790 .
- Nichols , R. H. 1996 . Development and Validation of a Two-Equations Turbulence Model with Wall Functions for Compressible Flow, AIAA Paper 96-2385, 14th AIAA Applied Aerodynamics Conf , LA : New Orleans .
- Suhs , N. E. , Nichols , R. H. and Denny , A. G. Unsteady Viscous Flow Computations Using a Two-Equations Turbulence Model with Wall Functions for Compressible Flow, AIAA Paper 96-2430-CP, 14th AIAA Applied Aerodynamics Conf., New Orleans, LA, 1996
- Ilinca , F. Méthodes d'éléments finis adaptatives pour les écoulements turbulents, Ph.D. thesis, École Polytechnique of Montréal, Montréal, Canada, March 1996
- Dincaand , F. and Pelletier , D. 1998 . Positivity Preservation and Adaptive Solution for the k-Model of Turbulence . AIAA J. , 36 ( 1 ) : 44 – 50 .
- Ilinca , F. , étu , J.-F. H and Pelletier , D. 1998 . A Unified Finite Element Algorithm for Two-Equation Models of Turbulence . Comput. Fluids , 27 ( 3 ) : 291 – 310 .
- Ignat , L. , Pelletier , D. and Ilinca , F. 1998 . Adaptive Computations of Turbulent Forced Convection . Numer. Heat Tranfer A , 34 : 847 – 871 .
- Ilinca , F. , Pelletier , D. and Ignat , L. 1998 . Adaptive Finite Element Solution of Compressible Turbulent Flows . AIAA J. , 36 ( 12 ) : 2187 – 2194 .
- Ilincaand , F. and étu , J.-F. H . 2000 . Finite Element Solution of Three-Dimensional Turbulent Flows Applied to Mould-Filling Problems . Int. J. Numer. Meth. Fluids , 34 : 729 – 750 .
- Launder , B. E. and Spalding , D. B. 1972 . Mathematical Models of Turbulence , 6th , London : Academic Press .
- Ilinca , F. , Pelletier , D. and Garon , A. Positivity Preserving Formulations for Adaptive Solution of Two-Equation Models of Turbulence, AIAA Paper 96-2056,27th AIAA Fluid Dynamics Conf., New Orleans, LA, June 1996
- Engelman , M. S. , Sani , R. L. and Gresho , P. M. 1982 . The Implementation of Normal and/or Tangential Boundary Conditions in Finite Element Codes for Incompressible Fluid Flow . Int. J. Numer. Meth. Fluids , 2 : 225 – 238 .
- Ignat , L. , Pelletier , D. and Ilinca , F. An Adaptive Finite Element Method for Turbulent Heat Transfer, AIAA Paper 96-0607,34th AIAA Aerospace Sciences Meeting and Exhibit Reno, NV, January 1996
- Franca , L. P. and Frey , S. L. 1992 . Stabilized Finite Element Methods: II. TheIncompressible Navier-Stokes Equations . Comput. Meth. Appl. Mech. Eng. , 99 : 209 – 233 .
- Ajersch , F. , Gauthier , M. and Binet , C. 2000 . “ Kinetics of Continuous Galvanizing Process ” . In Fundamentals of Metallurgical Processing--J.M. Toguri Symposium Edited by: Kaiura , G. , Pickles , C. , Utigard , T. and Vahed , A. 161 – 178 .
- Pare , A. , Binet , C. and Ajersch , F. Numerical simulation of 3-D Flow in a Continuous Strip Galvanizing Bath in Iron & Steel Society (ed.), GALVATECH'95, pp. 695-706, 1995
- Ajersch , F. , Binet , C. , Goodwin , F. E. , Turke , K. S. and Kolisnyk , P. S. Validation Studies of the Numerical Simulation of Flow in the Bethlehem Steel, Burns Harbor Galvanizing Bath, in Iron & Steel Society (ed.), GALVATECH'98, pp. 642-647, 1998