大应变冷拔钢丝的强化模型Strengthening model of steel wire under heavy cold-drawing deformation
涂益友,周兴海,刘伟,蒋建清
摘要(Abstract):
采用扫描电镜观察了不同应变量拉拔变形后SWRH72A钢丝的显微组织,并统计了珠光体片层间距的变化。通过透射电镜分析了变形后铁素体中的位错分布状态,测量了不同应变量拉拔变形后钢丝的力学性能,并基于钢丝微观组织结构建立了钢丝的强化模型。结果表明,随着拉拔应变量的增大,珠光体片层间距逐渐减小,钢丝强度随之升高。综合分析珠光体片层间距和钢丝强度的变化规律得出,应变量较小时,珠光体片层间距较大(>100nm),钢丝加工硬化符合Hall-Patch定律;应变量较大时,珠光体片层间距较小(<100nm),钢丝加工硬化符合奥罗万(Orowan)机制。
关键词(KeyWords): 冷拔钢丝;微观组织;屈服;强化机制
基金项目(Foundation): 国家“973”前期研究专项(2007CB616900);; 国家科技支撑计划(2007BAE15B05);; 新世纪优秀人才支持计划(SCET-04-11471)
作者(Author): 涂益友,周兴海,刘伟,蒋建清
参考文献(References):
- [1]Tagashira S,Sakai K,Furuhara T,et al.Deformation microstructure and tensile strength of cold rolled pearlitic steel sheets[J].ISIJ Int,2000,40(11):1149-1156.
- [2]Langford G.A study of the deformation of patented steel wire[J].Metallurgical Transactions,1970,1(2):465-477.
- [3]Langford G.Deformation of pearlite[J].Metallurgical Transactions A,1977,(6):861-875.
- [4]Embury J D,Fisher R M.The structure and properties of drawn pearlite[J].Acta Metall,1966,14(2):147-159.
- [5]Seiki N.Atsuhiko Y,Masana I.Work hardening of hypereutectoid and eutectoid steels during drawing[J].ISIJ International,1998,38(2):177-186.
- [6]陈积伟,郭威,江中浩,等.修正混合律在双相钢拉伸变形行为研究中的应用[J].吉林工业大学自然科学学报,1999,29(2):24-30.CHEN Ji-wei,GUO Wei,JIANG Zhong-hao,et al.Modified law of mixture applied to tensile deformation behavior of dual phase steel[J].Journal of JilinUniversity of Technology Natural Science Edition,1999,29(2):24-30.
- [7]BA Movchan,FD Lemkey.Mechanical properties of fine-crystalline two-phase materials[J].Materials Science and Engineering A,1997,224:136-145.
- [8]Si Hong,Ma Hill.Mechanical stability and electrical conductivity of Cu-Ag filamentary microcomposites[J].Materials Science and Engineering A,1999,264:151-158.
- [9]SI Hong,MA Hill.Microstructural stability and mechanical response of Cu-Ag microcomposite wires[J].Acta Mater,1998,46(12):4111-4122.
- [10]Snoeck E,Lecouturier F,Thilly L,Casanove M J.Microstructural studies of in situ produced filamentary CuNb wires[J].Scripta Materialia,1998,38(11):1643-1648.
- [11]Baker S P.Plastic deformation and strength of materials in small dimensions[J].Materials Science and Engineering A,2001,319:16-23.
- [12]Montheillet F,Gilormini P.Predicting the mechanical behavior of two-phase materials with cellular automata[J].International Journal of Plasticity,1996,12(4):561-574.
- [13]Misra A,Verdier M,Lu Y C,et al.Structure and mechanical properties of Cu-X(X=Nb,Cr,Ni)nanolayered composites[J].Scripta Materialia,1998,39:555-560.
- [14]Sieniawski J,Filip R,Ziaja W.The effect of microstructure on the mechanical properties of two-phase titanium alloys[J].Materials and Design,1997,18:361-363.
- [15]Embury J D,Sinclair C W.The mechanical properties of fine-scale two-phase materials[J].Materials Science and Engineering A,2001,319-321:37-45.
- [16]Shefford P.Baker.Plastic deformation and strength of materials in small dimensions[J].Materials Science and Engineering A,2001,319-321:16-23.
文章评论(Comment):
|
||||||||||||||||||
|
||||||||||||||||||