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面向大型金属工件组织模拟与预测的元胞自动机-有限元模型(英文)

A coupled cellular automaton-finite element model andits application in the microstructure simulation oflarge-scale metallic workpiece
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摘要 基于能量最低原理,本文建立了适用于金属材料塑性变形过程中动态再结晶组织模拟的元胞自动机模型。模拟结果表明:晶界和第二相粒子对位错运动的阻碍作用有利于动态再结晶形核;变形组织中晶粒尺寸符合Weibull分布,平均晶粒边数随着变形量的增加逐渐增大至理想值6。将有限元方法和元胞自动机模型的耦合,本文模拟了金属材料的多道次热轧过程,分析了轧板中再结晶晶粒尺寸及分布、再结晶分数及分布。与实验结果的对比分析表明。 A modified cellular automaton method based on the lowest energy principle has been applied to simulate the microstructure evolution and dynamic recrystallization (DRX) behavior during the hot deformation. The simulated resuhs show that the impediment of the grain boundaries and second phase 6articles to the dislocation movement contributes to the nucleation of dynamic recrystallization. For the DRX microstructure, the distribution of grain size follows Weibull function and the average number of grain sides increases gradually to an ideal value of 6 with the increasing strain. The coupled cellular automaton -finite element model can be successfully used to investigate the complicated multi - pass deformation process. The morphology and topology including the distributions of grain Size and the number of grain side were" investigated and their dependency on the deformation conditions was also discussed in the present paper. The comparisons between the simulated and experimental results show that the present CA - FEM model can be used as another effective method to simulate and predict the plastic deformation of large - scale metallic workpiece,
出处 《中国体视学与图像分析》 2012年第1期55-60,共6页 Chinese Journal of Stereology and Image Analysis
基金 supported by Innovation Teams Construction project of Anhui University of Technology Natural Science Foundation of Anhui Provincial Education Department(No.KJ2011A051) National Natural Science Foundation of China(No.50505026,No.59501010)~~
关键词 元胞自动机 有限元 动态再结晶 拓朴学 cellular automata finite element method l dynamic recrystallization topology
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参考文献7

  • 1Wang Hao, Liu Guoquan. Evaluation of growth rate equations of three-dimensional grains using large-scale Monte Carlo simulation [ J]. Appiied Physics Letters,2008, 93 (13) :131902.
  • 2Krill C E, Chen L Q. Computer simulation of 3-D grain growth using a phase-field model [ J]. Acta Materialia, 2002, 50(12) : 3059 -3075.
  • 3He Y Z, Yu L, Lei T C, et al. Cellular automaton simu- lation of grain growth and recrystallization [ C ]//Proeeed- ings of the 10th Congress of the IFHT. Brighton. IOM Communications Ltd, 1996:601,.
  • 4He Y Z, Ding H L, Liu LF, et al. Computer simulation of 2D grain growth using a cellular automata model based on the lowest energy principle [ J]. Materials Science and Engineering ~. A, 2006, 429 ( 1 - 2) : 236 - 246.
  • 5Ding H L, He Y Z, Liu L F, et al. Cellular automata simulation of grain growth in three dimensions based on the lowest-energy principle [ J ]. Journal of Crystal Growth, 2006, 293(2) : 489 -497.
  • 6Ding H L, Liu L F, Kamado S, et al. Investigation of the hot compression behavior of the Mg-9AI-IZn alloy using EBSP analysis and a cellular automata simulation [ J]. Modelling and Simulation in Materials Science and Engi- neering, 2009, 17 (2) : 025009.
  • 7Fjeldherg E, Marthinsen K. A 3D Monte Carlo study of the effect of grain boundary anisotropy and particles on the size distribution of grains after recrystallisation and grain growth [J]. Computational Materials Science, 2010, 48 (2) : 267 -281.

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