journal article·2008-03

Three-dimensional injection molding simulation of AZ91D semi-solid magnesium alloy

Florin Ilinca, Jean-François Hétu, Jean-François Moisan, Frank Ajersch

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Abstract

Magnesium alloys are increasingly used in automotive, aeronautic and electronic applications to produce high performance, light weight parts. In the thixomolding process a semi-solid slurry is injected into a mold at controlled temperature such that the melt has specific flow behavior. This allows the fabrication of near net shape components with controlled microstructure and good mechanical properties. The numerical modeling of such applications present unusual challenges for both the physical modelling and the solution algorithm. This paper presents a 3D numerical solution algorithm for the simulation of the injection molding of semi-solid AZ91 magnesium alloys. The methodology deals with the shear thinning, temperature dependent viscosity behavior and is able to accurately solve the high velocity flows encountered during semi-solid magnesium molding. A segregated algorithm is used to solve the Navier–Stokes, energy and front tracking equations. The position of the flow front in the mold cavity is computed using a level set approach. Equations are integrated in time using an implicit Euler scheme and solved by stabilized finite element methods. The approach is applied to the injection of a tensile bar and the results compared with experimental data. The methodology presents the robustness and cost effectiveness needed to tackle complex industrial applications.
Source: openaire · Quality: candidate unverified · Source record ↗

Research context

OpenAlex topics: Aluminum Alloys Composites Properties · Aluminum Alloy Microstructure Properties · Metal Forming Simulation Techniques

SciVX discovery tags are terminology-based. OpenAlex topics are source-provided classifications.

References (24)

Show source-provided references
1. Brown RE (2000) Magnesium industry growth in the 1990 period. In: Kaplan HI, Hryn J, Clow B (eds) Magnesium technology 2000. The minerals, metals and materials society, pp 3–1210.1002/9781118808962.ch1 ↗
2. Luo AA (2000) Materials comparison and potential applications of magnesium in automobile. In: Kaplan HI, Hryn J, Clow B (eds) Magnesium technology 2000. The minerals, metals and materials society, pp 89–9810.1002/9781118808962.ch15 ↗
3. Bradley NL, Weiland RD, Achafer WJ (1989) US Patent 5040589
4. Frederick PS, Bradley NL, Erickson SC (1988) Injection molding of magnesium alloys. Adv Mater Process 134(4):53–56
5. Ilinca F, Hétu J-F (2000) Finite element solution of three-dimensional turbulent flows applied to mold-filling problems. Int J Numer Methods Fluids 34:729–75010.1002/1097-0363(20001230)34:8<729::AID-FLD79>3.0.CO;2-P ↗
6. Ilinca F, Hétu J-F (2001) Three-dimensional filling and post-filling simulation of polymer injection molding. Int Polym Process 16:291–30110.3139/217.1643 ↗
7. Ilinca F, Hétu J-F (2002) Three-dimensional finite element solution of gas-assisted injection moulding. Int J Numer Methods Eng 53:2003–201710.1002/nme.370 ↗
8. Ilinca F, Hetu J-F, Derdouri A (2006) Numerical investigation of the flow front behavior in the co-injection molding process. Int J Numer Methods Fluids 50:1445–146010.1002/fld.1114 ↗
9. Ilinca F, Hetu J-F, Derdouri A, Stevenson J (2002) Metal injection molding: 3D modeling of nonisothermal filling. Polym Eng Sci 42(4):760–77010.1002/pen.10988 ↗
10. Kim IK, Kang TH, Kim YS, Jeong YD, Kwak JS (2004) Analytical and experimental method for making magnesium alloy products based on an injection moulding process. Int J Adv Manuf Technol 23:566–57110.1007/s00170-003-1730-y ↗
11. Lohmüller A, Scharrer M, Jenning R, Hilbinger M, Hartmann M, Singer RF (2003) Injection molding of magnesium alloys. In: Proc. of the 6th int. conf. magnesium alloys and their applications, pp 738–74310.1002/3527603565.ch117 ↗
12. Yim CD, Shin KS (2003) Semi-solid processing of magnesium alloys. Mater Trans 44(4):558–56110.2320/matertrans.44.558 ↗
13. Ghosh D, Fan R, VanSchilt C (1994) Thixotropic properties of semi-solid magnesium alloys AZ91D and AM50. In: Proc. of the third int. conf. on processing of semi-solid alloys and composites, pp 85–94
14. Mao CC, Chen JC, Peng H, Chang ML (2003) Steady-state rheological behavior of semi-solid AZ91D magnesium alloy. J Chin Soc Mech Eng 24(4):385–389
15. Gebelin JC, Suery M, Favier D (1999) Characterisation of the rheological behavior in the semi-solid state of grain-refined AZ91D magnesium alloys. Mater Sci Eng A272:134–14410.1016/S0921-5093(99)00467-0 ↗
16. Mao WM, Zhen ZS, Yan SJ, Zhong XY (2004) Thixotropic behavior of semi-solid AZ91D magnesium alloy. Trans Nonferr Met Soc China 14(2):297–301
17. Yang CC, Fann JC, Peng H (2003) Investigation of rheology of magnesium semi-solid materials by using a slit rheometer. Mat Sci Forum 419–422:623–62810.4028/www.scientific.net/MSF.419-422.623 ↗
18. Messaoud F, Azzi L, Ajersch F (2003) Rheological characteristics of AZ91E alloys in semi-solid state. In: Das SK (ed) Aluminum 2003. The minerals, metals & materials society, pp. 65–75
19. Messaoud F (2006) Charactérisations rhéologiques des alliages de magnesium a l’état semi-solide. PhD thesis, École Polytechnique de Montréal
20. Franca LP, Frey SL (1992) Stabilized finite element methods: II. The incompressible Navier–Stokes equations. Comput Methods Appl Mech Eng 99:209–23310.1016/0045-7825(92)90041-H ↗
21. Tezduyar TE, Shih R, Mittal S, Ray SE (1990) Incompressible flow using stabilized bilinear and linear equal-order-interpolation velocity-pressure elements. Research Report UMSI 90/165, University of Minnesota/ Supercomputer Institute, Minneapolis
22. Ilinca F, Hétu J-F, Pelletier D (1997) On stabilized finite element formulations for incompressible flows. In: 13th AIAA computational fluid dynamics conference, Snowmass, Colorado, AIAA Paper 97-186310.2514/6.1997-1863 ↗
23. Lohner R, Morgan K, Peraire J, Vahdati M (1987) Finite element flux-corrected transport (FEM-FCT) for the Euler and Navier–Stokes equations. Int J Numer Methods Fluids 7:1093–110910.1002/fld.1650071007 ↗
24. Franca LP, Dutra Do Carmo EG (1989) The Galerkin gradient least-squares method. Comput Methods Appl Mech Eng 74:41–5410.1016/0045-7825(89)90085-6 ↗