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提出一种计算溶质原子-空位复合体扩散系数的方法.该方法通过分析晶界偏聚过程中溶质原子.空位复合体的扩散机制,建立溶质原子-空位复合体变温扩散方程,以实验测定的连续冷却过程偏聚阶段溶质贫化区宽度为已知条件,数值求解溶质原子.空位复合体扩散系数.将此方法应用于含硼1×10-5%(质量分数)Fe-40%Ni-B合金体系,得到硼原子-空位复合体扩散系数为8.0×10-7exp(-1.28/KT)(m2·s-1).

参考文献

[1] Aust K T;Peat A J;Westbrook J H .Quench-hardening gradients near vacancy sinks in crystals of zone refined lead[J].Acta Metallurgica,1966,14:1469.
[2] Aust K T;Hanneman R E;Niessen P J;Westhrook J H .Solute induced hardening near grain boundaries in zone refined metals[J].Acta Metallurgica,1968,16:291.
[3] Williams T W;Stoneham A M;Harries D R .The segregation of boron to grain boundaries in solution-treated type 316 anstenitic stainless steel[J].Metal Science Journal,1976,10:14.
[4] Faulkner R G .Non-equilibrium grain-boundary segregation in austenitic alloys[J].Journal of Materials Science,1981,16:373.
[5] Lin Dongliang;Yun Zhang .A theoretical investigation on nonequlibrium grain boundary segregation[J].Materials Science and Engineering,1998,256:39.
[6] Karlsson L;Norden H;Odelius H .Non-equilibium grain boundary segregation of boron in anstenitic stainless steel-Ⅲ,Computer simulations[J].Acta Metallurgica,1988,36(01):25.
[7] 王世儒;王金金;冯有前.计算方法[M].西安:西安电子科技大学出版社,2004:38.
[8] 吴平;于栋友;贺信莱;翟少岩 .硼径迹显微照片的图像处理与定量测量[J].北京科技大学学报,2001,23(zk):85.
[9] 贺信莱;褚幼义;张秀林;余宗森,李秋平,尹熙光 .硼在钢中的分布[J].金属学报,1977,13(04):235.
[10] 褚幼义;贺信莱;唐立;徐庭栋 柯俊 .硼在奥氏体晶界的两类偏聚[J].金属学报,1987,23(03):A169.
[11] 吴平,贺信莱.溶质原子晶界偏聚动力学过程的数值模拟[J].北京科技大学学报,2005(03):312-316.
[12] Xu T D;Song S H;Shi H Z;Gust W,Yuan Z X .Amethod of determining the diffusion coefficient of vacancy-solute atom complexes during the segregation to grain boundaries[J].Acta Metallurgica Et Materialia,1991,39(12):3119.
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