Statistical analysis of finite element modeling in sheet metal forming and springback analysis

Journal of Materials Processing Technology

Volumn 203, Issue 1-3, 2008, Pages 129-136

  Asgari, S A ^a   Pereira, M ^a   Rolfe, B F ^a   Dingle, M ^a   Hodgson, P D ^a  

^a DEAKIN UNIVERSITY   (Australia)

Author keywords

Design of Experiment; Springback; TRIP steel

Indexed keywords

DESIGN OF EXPERIMENTS; FINITE ELEMENT METHOD; PLASTICITY; SHEET METAL; STATISTICAL METHODS; STEEL;

INDUSTRIAL PRODUCTION LINE; SPRINGBACK ANALYSIS; TRANSFORMATION INDUCED PLASTICITY (TRIP) STEEL; TRIP STEEL;

METAL FORMING;

EID: 43849103630     PISSN: 09240136     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.jmatprotec.2007.09.073     Document Type: Article

References (18)

1. AutoForm users manual, AutoForm, 2004. AutoForm Inc.
2. Brabie G., Ene F., and Crina A. Optimization system based on LMECA - Taguchi's/nerural network methods for the compensation of errors generated by springback in the case of draw parts made from metal sheets. International Deep Drawing Research Group 2006 Conference (IDDRG06). Porto, Portugal (2006)
3. Buranathiti T., and Cao J. Benchmark simulation results: automotive deck lid inner panel (Benchmark 1). Numisheet 2005 (2005), American Institute of Physics, Detroit, MI
4. Choi K.K., and Kim N.H. Design optimization of springback in a deepdrawing process. AIAA J. 40 1 (2002) 147-153
5. Doege E., Kulp S., and Sunderkotter C. Properties and application of TRIP-steel in sheet metal forming. Int. Conf. TRIP-Aided High Strength Ferrous Alloys (2002) 347-351
6. Fischer F.D., et al. A new view on transformation induced plasticity (TRIP). Int. J. Plasticity 16 (2000) 723-748
7. Gantar G., Pepelnjak T., and Kuzman K. Optimization of sheet metal forming processes by the use of numerical simulations. J. Mater. Process. Technol. 130-131 (2002) 54-59
8. Gomes C., Onipede O., and Lovell M. Investigation of springback in high strength anisotropic steels. J. Mater. Process. Technol. 159 (2005) 91-98
9. Kubli W., and Reissner J. Optimization of sheet-metal forming processes using the special-purpose program AUTOFORM. J. Mater. Process. Technol. 50 1-4 (1995) 292-305
10. Lee S.S., Min U.S., and Ahn B. Elastic constants determination of thin colled-rolled stainless steels by dynamic elastic modulus measurements. J. Mater. Sci. 33 3 (1998) 687-692
11. LSTC, LS-Dyna keyword user's manual, Version 970. Livermore, CA; April 2003.
12. Mangas A., et al. Improvement of springback FEM simulation by means of an optimization procedure based on an experimental trial. International Deep Drawing Research Group 2006 Conference (IDDRG06). Porto, Portugal (2006)
13. Mattiasson K., et al. Simulation of springback in sheet metal forming. Numiform 95-Simulation of Materials Processing: Theory, Methods and Applications: Proceedings of the fifth International Conference on Numerical Methods in Industrial Forming Processes. Ithaca, USA (1995)
14. Pereira M., et al. Sheet forming simulation and springback prediction for AHSS automotive components. MS&T (2005), TMS, Pittsburgh, PA
15. Schmidt S.R., and Launsby R.G. Understanding Industrial Designed Experiments. fourth ed (1998), Air Academy Press & Associates, Colorado Springs
16. Schonbach E., et al. Simulation of secondary operations and springback-the implicit shell provides a precise and rapid solution. Proceedings of the 8th ESAFORM Conference on Material Forming. Cluj-Napoca, Romania (2005)
17. Shi M.F., Prince D.G., and Song W. A sensitivity study of simulation parameters in sheet metal forming and springback simulation using LS-Dyna. Proceedings of the 5th LS-Dyna Users Conference (1998)
18. Worldautosteel, Advanced High Strength Steel (AHSS) application guidelines, 2005. International Iron & Steel Institute, Committee on Automotive Applications: Online at http://www.worldautosteel.org.