微观组织模拟在焊接研究中的应用与发展
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摘要
针对焊接过程中接头微观组织演化机理的研究与控制难题,基于数值模拟方法对焊接接头微观组织的生长与演变规律进行研究日益受到关注。综述当前应用较为成熟的几种微观组织数值模拟方法,并分析各方法的原理、特点、应用范围,展望其在辅助焊接研究中的发展。
For the microstructure evolution mechanism study and control problems of welded joints in welding process,the study based on numerical simulation method has been used to analyze the microstructure growth and evolution rule of welded joints and it has been increasingly received attention. Several numerical simulation methods which have been well used for microstructure are summarized,and their principles,characteristics and application are analyzed,and the possible research directions are discussed.
For the microstructure evolution mechanism study and control problems of welded joints in welding process,the study based on numerical simulation method has been used to analyze the microstructure growth and evolution rule of welded joints and it has been increasingly received attention. Several numerical simulation methods which have been well used for microstructure are summarized,and their principles,characteristics and application are analyzed,and the possible research directions are discussed.
引文
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[4]Srolovitz D J,Anderson M P,Grest G S.Computer simulation of grain growth-Ⅱ.Kinetics[J].Acta Metal,1984,32(5):783-791.
[5]张继祥,关小军,孙胜.一种改进的晶粒长大Monte Carlo模拟方法[J].金属学报,2003,40(5):457-461.
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[7]佟铭明,莫春立,李殿中,等.纯铜动态结晶的Monte Carlo法模拟[J].金属学报,2002,38(7):745-749.
[8]温俊芹,刘新田.焊接热影响区晶粒长大过程蒙特卡罗模拟的研究进展[J].焊接技术,2002,31(2):1-4.
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[13]S Sista,Z Yang,T Debroy.Three-dimensional Monte Carlo simulation of grain growth in the heat-affected zone of a2.25Cr-1Mo steel weld[J].Metall.,Trans.,200,31B:529-531.
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[20]黄安国,王永生,李志远.焊缝金属凝固元胞自动机模型的研究[J].焊接技术,2003(12):13-16.
[21]魏艳红,占小红,董志波,等.基于CA模拟焊缝凝固过程枝晶生长的分析[J].焊接学报,2009,30(3):13-16.
[22]韩日宏,董文超,陆善平,等.宏微观耦合模拟熔池不同区域中枝晶竞争生长过程[J].物理学报,2014,63(22):228103-1~228103-12.
[23]Geiger J,Roósz A,Barkóczy P.Simulation of Grain Coarsening in Two Dimensions by Cellular-Automaton[J].Acta Mater,2001,49(4):623-629.
[24]魏秀琴,周浪,耿茂鹏.电渣熔铸中熔池深度及其控制的计算机模拟研究[J].南昌大学学报(工科版),1999,21(12):21-25.
[25]Kugler G,Turk R.Study of the Influence of Initial Microstructure Topology on the Kinetics of Static Recrystallization Using a Cellular Automata Model[J].Computational Materials Science,2006(37):284-291.
[26]Beckermann C,Diepers H J,Steinbach I,et al.Modeling Melt Convection in Phase-Field Simulations of Solidification[J].Comput.,Phys.,1999,154(1):468-496.
[27]Beckermann C,Viskanta R.Mathematical Modeling of Transport Phenomena during Solidification of Alloys[J].Appl Mech Rev.,1993,46(1):1-7.
[28]Wheeler A,Ahmad N A,Boettinger W J.Recent Developments in Phase-field Models of Solidification[J].Adv.Spaxe Res.,1995,16(7):163-172.
[29]Ryo Kobayashi.Modeling and Numerical Simulation of Dendritic[J].Crystal Growth.Phys.D.,1993,63(1):410-423.
[30]张光跃,荆涛,柳百成.相场方法原理及其在微观组织模拟中的应用[J].机械工程学报,2003,39(5):6-9.
[31]Nhardt R T,Amberg G.Dendritic Growth of Randomly Oriented Nuclei in a Shear Flow[J].Crys.Growth.,2000,213(1):161-187.
[32]龙文元.铝合金凝固过程枝晶生长的相场法数值模拟[D].湖北:华中科技大学,2004:7-9.
[33]朱盛昌,王智平,荆涛,等.二元合金非等温凝固相场法模拟[J].稀有金属材料与工程,2005,34(10):1565-1568.
[34]王勇.纯金属焊接熔池枝晶生长的相场法模拟初探[D].黑龙江:哈尔滨工业大学,2009.
[2]K M Beatty,K A Jackson.Monte Carlo modeling of silicon crystal growth[J].Journal of Crystal Growth,2000(211):13-17.
[3]Anderson M P,Srolovitz D J,Grest G S.Computer simulation of grain growth-Ⅰ.Kinetics[J].Acta Metal,1984,32(5):783.
[4]Srolovitz D J,Anderson M P,Grest G S.Computer simulation of grain growth-Ⅱ.Kinetics[J].Acta Metal,1984,32(5):783-791.
[5]张继祥,关小军,孙胜.一种改进的晶粒长大Monte Carlo模拟方法[J].金属学报,2003,40(5):457-461.
[6]SONG X Y,LIU G Q.Modified Monte Carlo method for grain growth simulation[J].Nature Science,1998,8(1):92-97.
[7]佟铭明,莫春立,李殿中,等.纯铜动态结晶的Monte Carlo法模拟[J].金属学报,2002,38(7):745-749.
[8]温俊芹,刘新田.焊接热影响区晶粒长大过程蒙特卡罗模拟的研究进展[J].焊接技术,2002,31(2):1-4.
[9]Z Panping,R W Smith.Dynamic Simulation of Crystal Growth by Monte Carlo Method-Ⅱ.Ingot Microstructures[J].Acta Metal.,Mater.,1992,40(12):3369-3379.
[10]D Crespo,T Pradell.Kinetic Theory of Microstructural Evolution in Nucleation and Growth Process[J].Mater.,Sci.,Eng.,A,1997(238):160-165.
[11]B Radhakrishnan,T Zacharia.Monte Carlo Simulation of Grain Boundary Pinning in the Weld Heat-Affected Zone[J].Metallurgical and Materials Transactions A,1995(26):2123-2129.
[12]Z Yang,J W Elmer,J Wong,et al.Evolution of titanium arcweldment macro and microstructure modeling and real time mapping of phase[J].Welding,2000(79):97-112.
[13]S Sista,Z Yang,T Debroy.Three-dimensional Monte Carlo simulation of grain growth in the heat-affected zone of a2.25Cr-1Mo steel weld[J].Metall.,Trans.,200,31B:529-531.
[14]J H Gao,R G Thom Pson.Real time-temperature models for Monte Carlo simulation of normal grain growth[J].Acta.,Metall,1996,44(11):4565-4570.
[15]J V Neumann.The General and Logical Theory of Automata.1963.in’Papers of John von Neumann on Computing and Computer Theory’,(ed.Aspray W,Burks A),vol.12,1987,The Charles Babbage Institute Reprint Series for the History of Computing,MIT Press
[16]Packard N.Lattice Models for Solidification and Aggregation.Theory and Applications of Cellular Automata[J].S.Wolfram editor.Singapore:World Scientific Publishing,1986:305-310
[17]Brown S G R.A 3-dimensional Cellular Automaton Model of‘Free’Dendritic Growth[J].Scripta Metallurgica et Materialia,1995,32(2):241-246
[18]李殿中,杜强,胡志勇,等.金属成形过程组织演变的Cellular Automaton模拟技术[J].金属学报,1999,35(11):1201-1205.
[19]余亮,顾斌,李绍铭,等.直径生长的元胞自动机模拟[J].安徽工业大学学报,2002,19(1):10-12.
[20]黄安国,王永生,李志远.焊缝金属凝固元胞自动机模型的研究[J].焊接技术,2003(12):13-16.
[21]魏艳红,占小红,董志波,等.基于CA模拟焊缝凝固过程枝晶生长的分析[J].焊接学报,2009,30(3):13-16.
[22]韩日宏,董文超,陆善平,等.宏微观耦合模拟熔池不同区域中枝晶竞争生长过程[J].物理学报,2014,63(22):228103-1~228103-12.
[23]Geiger J,Roósz A,Barkóczy P.Simulation of Grain Coarsening in Two Dimensions by Cellular-Automaton[J].Acta Mater,2001,49(4):623-629.
[24]魏秀琴,周浪,耿茂鹏.电渣熔铸中熔池深度及其控制的计算机模拟研究[J].南昌大学学报(工科版),1999,21(12):21-25.
[25]Kugler G,Turk R.Study of the Influence of Initial Microstructure Topology on the Kinetics of Static Recrystallization Using a Cellular Automata Model[J].Computational Materials Science,2006(37):284-291.
[26]Beckermann C,Diepers H J,Steinbach I,et al.Modeling Melt Convection in Phase-Field Simulations of Solidification[J].Comput.,Phys.,1999,154(1):468-496.
[27]Beckermann C,Viskanta R.Mathematical Modeling of Transport Phenomena during Solidification of Alloys[J].Appl Mech Rev.,1993,46(1):1-7.
[28]Wheeler A,Ahmad N A,Boettinger W J.Recent Developments in Phase-field Models of Solidification[J].Adv.Spaxe Res.,1995,16(7):163-172.
[29]Ryo Kobayashi.Modeling and Numerical Simulation of Dendritic[J].Crystal Growth.Phys.D.,1993,63(1):410-423.
[30]张光跃,荆涛,柳百成.相场方法原理及其在微观组织模拟中的应用[J].机械工程学报,2003,39(5):6-9.
[31]Nhardt R T,Amberg G.Dendritic Growth of Randomly Oriented Nuclei in a Shear Flow[J].Crys.Growth.,2000,213(1):161-187.
[32]龙文元.铝合金凝固过程枝晶生长的相场法数值模拟[D].湖北:华中科技大学,2004:7-9.
[33]朱盛昌,王智平,荆涛,等.二元合金非等温凝固相场法模拟[J].稀有金属材料与工程,2005,34(10):1565-1568.
[34]王勇.纯金属焊接熔池枝晶生长的相场法模拟初探[D].黑龙江:哈尔滨工业大学,2009.