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为了研究最大取向值Q的大小对晶粒生长的元胞自动机模拟过程及结果的影响,对Q值分别取30、50、70、100、150、200时进行了模拟分析。结果表明,Q值较小时晶粒生长过程中极易发生晶粒碰撞现象导致晶粒异常长大,当Q值大于100时模拟过程平稳且符合晶粒生长理论,当Q值大于150时对模拟过程没有显著影响。不同Q值时晶粒的生长指数相差很小,且与其他研究者给出的生长指数十分接近,说明模拟过程是可信的。

To study the impact of the maximum orientation value Q in cellular automata simulation of grain growth, it was simulated with different maximum grain orientations as 30,50,70,100,150 and 200. The results show that abnormal grain growth caused by grain collision could easily occur when the maximum grain orientation is small. The simulation is stable and consistent with the theory of grain growth when the maximum grain orientation is greater than 100. There are no significant different between the results when the maximum grain orientation is greater than 150. The growth index is closed for different maximum grain orientation, and it is consistent with the growth index given by other researchers.

参考文献

[1] Neumarm J V.Theory of Self-Reproducing Automata[M].Champain:Univ of Illionis Press,1966:30.
[2] 罗伯D.计算材料学[M].北京:化学工业出版社,2002
[3] Ding HL;He YZ;Liu LF;Ding WJ .Cellular automata simulation of grain growth in three dimensions based on the lowest-energy principle[J].Journal of Crystal Growth,2006(2):489-497.
[4] Wolfram S .Computation theory of cellular automata communications in mathematical[J].Physica,1984,96:15-20.
[5] Wolfram S .Theory and applications of cellular automata[J].Singapore:World Scientific Publishing Co.Ptc.Ltd,1986,60:523-527.
[6] Hesselbarth H W;Gfibel I R .Simulation of reerystallization by cellular automata[J].Acta Metallurgica Et Materialia,1991,39(09):2135-2143.
[7] J. GEIGER;A. ROOSZ;P. BARKOCZY .SIMULATION OF GRAIN COARSENING IN TWO DIMENSIONS BY CELLULAR-AUTOMATON[J].Acta materialia,2001(4):623-629.
[8] S. Raghavan;Satyam S. Sahay .Modeling the grain growth kinetics by cellular automaton[J].Materials Science & Engineering, A. Structural Materials: Properties, Misrostructure and Processing,2007(0):203-209.
[9] Yu Wan-hua;Palmiere E J;Banks S P et al.Cellular automata modeling of austenite grain coarsening during reheating-I,normal grain coarsening[J].Journal of University of Science and Technology Beijing,2004,11(06):517-523.
[10] 花福安,杨院生,郭大勇,童文辉,胡壮麒.基于曲率驱动机制的晶粒生长元胞自动机模型[J].金属学报,2004(11):1210-1214.
[11] 焦宪友,关小军,刘运腾,关宇昕,张继祥,申孝民,麻晓飞.基于元胞自动机法的晶粒长大模拟[J].山东大学学报(工学版),2005(06):24-28.
[12] 麻晓飞,关小军,刘运腾,申孝民,王丽君,宋述同,曾庆凯.基于改进转变规则的晶粒长大CA模型[J].中国有色金属学报,2008(01):138-144.
[13] 何东 .晶粒组织演化的元胞自动机模拟[D].哈尔滨工业大学,2007.
[14] 麻晓飞 .二项粒子材料再结晶退火的元胞自动机模型及其模拟研究[D].济南:山东大学,2008.
[15] 方斌 .烧结过程中陶瓷刀具材料微观组织结构演变模拟研究[D].山东大学,2007.
[16] Holm E A;Battaile C C .The comouter simulation of microstructural evolution[J].JOM-Journal of the Minerals Metals and Materials Society,2001,53(09):20-23.
[17] Radhakrishnan B;Zacharia T.Monte carlo simulation of stored energy driver interface migration[J].Modelling and Simulation in Materials Science and Engineering,2003(11):307-319.
[18] Holm E A;Glazier J A;Srolovitz D J et al.Effect of lattice anisotropy and temperature on domain growth in the two-dimensional potts mode[J].Physical Review A,1991,43(06):2662-2668.
[19] Radhakrishnan B;Zacharia T .Simulation of curvature-driver growth by using a modified monte carlo algotithm[J].Metallrtgical and Materials Transactions A,1994,26:167-180.
[20] Anderson M P;Srolovitz D J;Grest G S et al.Computer simulation of grain growth-I kinetics[J].Acta Metallurgica,1984,32(05):783-791.
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