多相材料的广泛使用和计算机技术的发展促进了细观力学有限元模拟方法在多相材料研究领域的应用.介绍了细观力学有限元模拟在多相材料研究领域中的应用现状,综述了二维(2D)和三维(3D)细观力学有限元计算方法,重点阐述了细观力学有限元模拟在复合材料和钢铁材料领域研究中取得的一些重要研究成果.当前,细观力学有限元模拟在多相钢研究领域的应用相对较少,对与之相关的研究和进展进行了简要评述及展望.
所属栏目
综述国家重点基础研究发展计划项目(2010CB630801)
收稿日期
2013/11/122014/11/6
作者单位
汤忖江:北京科技大学材料科学与工程学院, 北京 100083
尚成嘉:北京科技大学材料科学与工程学院, 北京 100083
王学敏:北京科技大学材料科学与工程学院, 北京 100083
备注
汤忖江(1984-),男,云南昆明人,博士研究生.
引用该论文:
TANG Cun-jiang,SHANG Cheng-jia,WANG Xue-min.Progress in Finite Element Simulation of Micromechanics of Multi-Phase Materials[J].Materials for mechancial engineering,2015,39(2):1～7
汤忖江,尚成嘉,王学敏.多相材料的细观力学有限元模拟研究进展[J].机械工程材料,2015,39(2):1～7
被引情况:
【1】
赵光伟,叶喜葱,黄才华, "基于两种热力学数据获取方法计算铝铜硅合金的凝固路径",机械工程材料
40, 82-87(2016)
参考文献
【1】
郑晓霞,郑锡涛,缑林虎.多尺度方法在复合材料力学分析中的研究进展［J］.力学进展,2010,40(1):41-56.
【2】
胡丽娟,张少睿,李大永,等.细观参数对纤维增强金属基复合材料宏细观力学性能的影响［J］.上海交通大学学报,2008,42(3):475-479.
【3】
郭景坤.从复合材料到多相材料［J］.材料研究学报,2009,14(2):123-126.
【4】
DONG H.High performance steels:initiative and practice［J］.Science China Technological Sciences,2012,55(7):1774-1790.
【5】
方岱宁,周储伟.有限元计算细观力学对复合材料力学行为的数值分析［J］.力学进展,1998,28(2):173-188.
【6】
陈少华.在材料研制中的连续介质细观力学有限元建模现状评论［J］.力学进展,2002,32(3):444-466.
【7】
AL-ABBASI F M,NEMES J A.Micromechanical modeling of dual phase steels［J］.International Journal of Mechanical Sciences,2003,45(9):1449-1465.
【8】
MISHNAEVSKY JR L L,SCHMAUDER S.Continuum mesomechanical finite element modeling in materials development:a state-of-the-art review［J］.Applied Mechanics Reviews,2001,54(1):49-67.
【9】
AL-ABBASI F M.Micromechanical modeling of ferrite-pearlite steels［J］.Materials Science and Engineering:A,2010,527(26):6904-6916.
【10】
党旭丹,卫萌,肖军.X-cor 夹层结构拉伸模量有限元分析［J］.材料工程,2012(6):80-85.
【11】
陈烈民,杨宝宁.复合材料的力学分析［M］.北京:中国科学技术出版社,2006.
【12】
KADKHODAPOUR J,SCHMAUDER S,RAABE D,et al.Experimental and numerical study on geometrically necessary dislocations and non-homogeneous mechanical properties of the ferrite phase in dual phase steels［J］.Acta Materialia,2011,59(11):4387-4394.
【13】
SOCRATE S,BOYCE M.Micromechanics of toughened polycarbonate［J］.Journal of the Mechanics and Physics of Solids,2000,48(2):233-273.
【14】
AL-ABBASI F M,NEMES J A.Characterizing DP-steels using micromechanical modeling of cells［J］.Computational Materials Science,2007,39(2):402-415.
【15】
邰雪娇,康国政,郭素娟.界面性能对 SiCp/6061Al 复合材料棘轮行为的影响［J］.复合材料学报,2008,25(4):119-125.
【16】
袁本立,卢子兴.基于三类单胞模型的开、 闭孔泡沫材料弹性性能的有限元分析［J］.机械强度,2007,29(4):627-631.
【17】
XIA Z,ZHANG Y,ELLYIN F.A unified periodical boundary conditions for representative volume elements of composites and applications［J］.International Journal of Solids and Structures,2003,40(8):1907-1921.
【18】
焦文文.基于周期性边界条件的颗粒增强金属基复合材料棘轮行为的数值模拟［D］.成都:西南交通大学,2011.
【19】
邵军超,刘越.颗粒增强金属基复合材料力学行为有限元模拟研究现状［J］.材料导报,2007,21(9):111-115.
【20】
ISHIKAWA N,PARKS D M,SOCRATE S,et al.Micromechanical modeling of ferrite-pearlite steels using finite element unit cell models［J］.ISIJ International,2000,40(11):1170-1179.
【21】
DILLIEN S,SEEFELDT M,ALLAIN S,et al.EBSD study of the substructure development with cold deformation of dual phase steel［J］.Materials Science and Engineering:A,2010,527(4):947-953.
【22】
徐绯,李玉龙,郭伟国,等.颗粒形状、含量和基体特性对金属基复合材料压缩力学行为的影响［J］.复合材料学报,2003,20(6):36-41.
【23】
LI Y,RAMESH K T.Influence of particle volume fraction,shape,and aspect ratio on the behavior of particle-reinforced metal-matrix composites at high rates of strain［J］.Acta Materialia,1998,46(16):5633-5646.
【24】
SHEN H P,LEI T C,LIU J Z.Microscopic deformation behaviour of martensitic-ferritic dual-phase steels［J］.Materials Science and Technology,1986,2(1):28-33.
【25】
SUN X,CHOI K S,SOULAMI A,et al.On key factors influencing ductile fractures of dual phase (DP) steels［J］.Materials Science and Engineering:A,2009,526(1):140-149.
【26】
SOZHAMANNAN G G,BALASIVANANDHA PRABU S,PASKARAMOORTHY R.Failures analysis of particle reinforced metal matrix composites by microstructure based models［J］.Materials & Design,2010,31(8):3785-3790.
【27】
CHOI K S,LIU W N,SUN X,et al.Influence of manufacturing processes and microstructures on the performance and manufacturability of advanced high strength steels［J］.Journal of Engineering Materials and Technology,2009,131(4):041205(1-9).
【28】
CHOI K S,SOULAMI A,LIU W N,et al.Influence of various material design parameters on deformation behaviors of TRIP steels［J］.Computational Materials Science,2010,50(2):720-730.
【29】
CHAWLA N,DENG X,SCHNELL D R M.Thermal expansion anisotropy in extruded SiC particle reinforced 2080 aluminum alloy matrix composites［J］.Materials Science and Engineering:A,2006,426(1):314-322.
【30】
WEISSENBEK E,BHM H J,RAMMERSTORFER F G.Micromechanical investigations of arrangement effects in particle reinforced metal matrix composites［J］.Computational Materials Science,1994,3(2):263-278.
【31】
于敬宇,李玉龙,周宏霞,等.颗粒尺寸对颗粒增强型金属基复合材料动态特性的影响［J］.复合材料学报,2005,22(5):31-38.
【32】
SEGURADO J,LLORCA J.Computational micromechanics of composites:the effect of particle spatial distribution［J］.Mechanics of Materials,2006,38(8):873-883.
【33】
BHM H J,ECKSCHLAGER A,HAN W.Multi-inclusion unit cell models for metal matrix composites with randomly oriented discontinuous reinforcements［J］.Computational Materials Science,2002,25(1):42-53.
【34】
MISHNAEVSKY JR L L.Three-dimensional numerical testing of microstructures of particle reinforced composites［J］.Acta Materialia,2004,52(14):4177-4188.
【35】
CHAWLA N,SIDHU R S,GANESH V V.Three-dimensional visualization and microstructure-based modeling of deformation in particle-reinforced composites［J］.Acta Materialia,2006,54(6):1541-1548.
【36】
ABOURIDOUANE M,KLOCKE F,LUNG D,et al.A new 3D multiphase FE model for micro cutting ferritic-pearlitic carbon steels［J］.CIRP Annals-Manufacturing Technology,2012,61(1):71-74.
【37】
RAMAZANI A,MUKHERJEE K,PRAHL U,et al.Modelling the effect of microstructural banding on the flow curve behaviour of dual-phase (DP) steels［J］.Computational Materials Science,2012,52(1):46-54.
【38】
TOMOTA Y,UMEMOTO M,KOMATSUBARA N,et al.Prediction of mechanical properties of multi-phase steels based on stress-strain curves［J］.ISIJ International,1992,32(3):343-349.
【39】
SHIKANAI N,KAGAWA H,KURIHARA M.Influence of microstructure on yielding behavior of heavy gauge high strength steel plates［J］.ISIJ International,1992,32(3):335-342.
【40】
KUANG S,KANG Y L,YU H,et al.Stress-strain partitioning analysis of constituent phases in dual phase steel based on the modified law of mixture［J］.International Journal of Minerals,Metallurgy and Materials,2009,16(4):393-398.
【41】
聂文金,尚成嘉,关海龙,等.铁素体/贝氏体 (F/B) 双相钢组织调控及其抗变形行为分析［J］.金属学报,2012,48(3):298-306.
【42】
JIA N,LIN PENG R,CHAI G C,et al.Direct experimental mapping of microscale deformation heterogeneity in duplex stainless steel［J］.Materials Science and Engineering:A,2008,491(1):425-433.
【43】
KANG J,OSOSKOV Y,EMBURY J D,et al.Digital image correlation studies for microscopic strain distribution and damage in dual phase steels［J］.Scripta Materialia,2007,56(11):999-1002.
【44】
尚成嘉,胡良均,杨善武,等.低碳微合金钢中针状铁素体的形成与控制［J］.金属学报,2005,41(5):471-476.
【45】
任勇强,谢振家,尚成嘉.低碳钢中残余奥氏体的调控及对力学性能的影响［J］.金属学报,2012,48(9):1074-1080.
【46】
张维娜,刘振宇,王国栋.高锰 TRIP 钢的形变诱导马氏体相变及加工硬化行为［J］.金属学报,2010,46(10):1230-1236.
