材料科学
高温合金
嵌入原子模型
平面的
位错
晶格常数
Atom(片上系统)
六方晶系
结晶学
格子(音乐)
晶体结构
凝聚态物理
热力学
衍射
分子动力学
计算化学
冶金
合金
物理
计算机图形学(图像)
光学
嵌入式系统
复合材料
化学
计算机科学
声学
作者
Jun-Ping Du,Chao Wang,Tao Yu
标识
DOI:10.1088/0965-0393/21/1/015007
摘要
Based on experiments and first-principles calculations, a Ni–Al–Re system embedded atom method (EAM) potential is constructed for the γ(Ni)/γ'(Ni3Al) superalloy. The contribution of the inner elastic constants is considered in the fitting of Re with a hexagonal close-packed structure. Using this potential, point defects, planar defects and lattice misfit of γ(Ni) and γ'(Ni3Al) are investigated. The interaction between Re and the misfit dislocation of the γ(Ni)/γ'(Ni3Al) system is also calculated. We conclude that the embedding energy has an important effect on the properties of the alloys, such as the planar fault energies of Ni3Al, by considering the relationship between the charge transfer calculated from first-principles, the elastic constants of Ni3Al and the host electron density of the EAM potential. The multi-element potential predicts that Re does not form clusters in γ(Ni), which is consistent with recent experiments and first-principles calculations.
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