Mesoscale simulation of discontinuous dynamic recrystallization using the cellular automaton method

  • YU Bao-Jun ,
  • GUAN Xiao-Jun ,
  • YU Li-Jun ,
  • ZENG Qiang-Kai ,
  • LIU Qian-Qian ,
  • CAO Yu
Expand
  • Key Laboratory for Liquid-Solid Structural Evolution and Processing of Materials (Ministry of Education), School of Materials Science and Engineering, Shandong University, Jinan 250061, China

Received date: 2010-11-01

  Revised date: 2011-03-31

  Online published: 2011-08-18

Abstract

A dynamic recrystallization (DRX) cellular automaton (CA) model that can mark the microstructure with DRX circle was developed. The effects of initial grain size on the stress-strain curve, mean grain size and DRX fraction were mainly investigated, and the simulated results were compared with those obtained from previous researches. The results show that the shape of the stress-strain curve is sensitive, while the stress and mean grain size at the steady state are insensitive to the initial grain size. The transition from a multiple-peak stress-strain curve to a single-peak one can be explained by variations in DRX circle fraction, and the initial grain size to make this transition is between 70 and 80 μm.

Cite this article

YU Bao-Jun , GUAN Xiao-Jun , YU Li-Jun , ZENG Qiang-Kai , LIU Qian-Qian , CAO Yu . Mesoscale simulation of discontinuous dynamic recrystallization using the cellular automaton method[J]. Acta Metallurgica Sinica (English Letters), 2011 , 24(4) : 287 -294 . DOI: 10.11890/1006-7191-114-287

References

[1] F.J. Humphreys and M. Hatherly, Recrystallization and Related Annealing Phenomena (Second Edition) (Elsevier Ltd, Oxford, 2004) p.428.

[2] A.D. Rollett, M.J. Luton and D.J. Srolovitz,  Acta Metall Mater  40(1)  (1992) 43.

[3] P. Peczak and M.J. Luton,  Acta Metall Mater 41(1)  (1993) 59.

[4] P. Peczak,  Acta Metall Mater  43(3)  (1995)1279.

[5] M.M. Tong, C.L. Mo, D.Z. Li and Y.Y. Li,  Acta Metall Sin  38(7)  (2002) 745 (in Chinese).

[6] T. Takaki, T. Hirouchi, Y. Hisakuni, A. Yamanaka and Y.Tomita,  Mater Trans  49(11)  (2008) 2559.

[7] T. Takaki, Y. Hisakuni, T. Hirouchi, A. Yamanaka and Y.Tomita,  Comput Mater Sci  45(4)  (2009) 881.

[8] R.L. Goetz and V. Seetharaman,  Scr Mater  38(3) (1998) 405.

[9] R. Ding and Z.X. Guo,  Acta Mater  49(16)  (2001)3163.

[10] J.W. Zhao, H. Ding, W.J. Zhao, F.R. Cao, H.L. Hou and Z.Q. Li,  Acta Metall Sin (Engl Lett)  21(4)  (2008) 260.

[11] Y. Lu, L.W. Zhang, X.H. Deng, J.B. Pei, S. Wang and G.L.Zhang,  Acta Metall Sin  44(3)  (2008) 292 (in Chinese).

[12] N.M. Xiao, C.W. Zheng, D.Z. Li and Y.Y. Li,  Comput Mater Sci  41(3)  (2008) 366.

[13] F. Chen, Z.S. Cui, J. Liu, W. Chen and S.J. Chen, Mater Sci Eng A  527(21-22)  (2010) 5539.

[14] H. Hallberg, M. Wallin and M. Ristinmaa,  Comput Mater Sci  49(1)  (2010) 25.

[15] S.Q. Huang, Y.P. Yi and C. Liu,  J Cent South Univ Technol  16(1)  (2009) 18.

[16] D. Raabe,  Annu Rev Mater Res  32  (2002) 53.

[17] W. Roberts and B. Ahlblom,  Acta Metall  26(5) (1978) 801.

[18] K. Janssens, D. Raabe, E. Kozeschnik, M. Miodownik and B.Nestler,  Computational Materials Engineering  (Elsevier Academic Press, Burlington, 2007) p.117.

[19] G. Kugler and R. Turk,  Acta Mater  52(15) (2004) 4659.

[20] X.F. Ma, X.J Guan, Y.T. Liu, X.M. Shen, L.J. Wang, S.T.Song and Q.K. Zeng,  Chin J Nonferrous Met  18(1)  (2008)138.

[21] L. Blaz, T. Sakai and J.J. Jonas,  Met Sci  17(12) (1983) 609.

[22] B. Derby,  Scr Metall Mater  27(11)  (1992) 1581.

[23] Y.M. Wang, M.Y Li and G. Wei,  Controlled Rolling and Controlled Cooling of Steels  (Metallurgical Industry Press, Beijing, 1995) p.21 (in Chinese).

[24] T. Sakai,  J Mater Process Technol  53(1-2) (1995) 349.

[25] J. Kroc,  LNCS  2329  (2002) 773.
Outlines

/