期刊文献+

氢对钛晶体弹性模量影响的第一原理研究 被引量:3

First-principles study of the effect of hydrogen on the elastic moduli of titanium crystals
下载PDF
导出
摘要 为了研究氢对钛晶体弹性模量的影响,采用基于密度泛函理论的第一原理赝势平面波方法对α-Ti、β-Ti、不同钛-氢原子比的α-Ti-H和β-Ti-H晶体模型进行了完全几何优化,计算了优化后晶体的弹性模量,通过差分电荷密度分析了氢影响钛晶体弹性模量的作用机理.计算得到的Ti/H原子比为16∶1的α-Ti-H晶体的弹性模量小于α-Ti晶体,而Ti/H原子比为8∶1的α-Ti-H晶体的弹性模量大于α-Ti晶体.不同Ti/H原子比的β-Ti-H晶体的弹性模量均大于β-Ti晶体.研究表明,氢降低了低氢含量的α-Ti-H晶体的弹性模量,提高了β-Ti-H晶体的弹性模量. In order to study the effect of hydrogen on the elastic moduli of titanium crystals, the crystal structure models of α - Ti, β - Ti, as well as α - Ti - H and β - Ti - H with different Ti/H atom ratios were fully optimized firstly, and then the elastic moduli of optimized crystals were calculated by using the first-principles method based on plane-wave pseudopotential and density function. The mechanism of effect of hydrogen on the elastic moduli of titanium crystals was analyzed using charge density difference. The calculated elastic moduli of α -Ti -H crystals with Ti/H atom ratios of 16:1 and 8:1 are lower and higher than those of α -Ti crystal, respectively ; the calculated elastic moluli of β - Ti - H crystals with different Ti/H atom ratios are all higher than those of β - Ti crystal. The results indicate that the interstitial H atom can reduce the elastic moduli of α - Ti - H crystal with low hydrogen content and increase the elastic moduli of β - Ti - H crystals.
出处 《材料科学与工艺》 EI CAS CSCD 北大核心 2009年第3期305-310,共6页 Materials Science and Technology
基金 国家自然科学基金资助项目(50671028)
关键词 钛晶体 第一原理 晶体结构 弹性模量 Ti crystal hydrogen first-principles crystal structure elastic moduli
  • 相关文献

参考文献3

二级参考文献32

  • 1[20]Pratt J N, Bratina W J, Chalmers B. Acta Met, 1954; 2:203
  • 2[21]Graft W H, Levinson D W, Rostoker W. Trans ASM,1957; 49:263
  • 3[22]Beck F H, "Effect of hydrogen on the mechanical properties of titanium and its alloys", NASA Grant No.NGL-36-008-051, Dept Met Eng, Ohio State University,Columbus, 1975
  • 4[23]Elssner G, Krohn, V, Ruano O Z F. Metallkd, 1976; 67:311
  • 5[1]Yamaguchi S, Koiwa M, Hirabayashi M. J Phys Soc Jap,1966; 21:2096
  • 6[2]Jaffee R I. Prog Met Phys, 1968; 7:65
  • 7[3]Collings E W, Ho J C. The Science Technology and Application of Titanium. New York: Pergamon Press, 1970:331
  • 8[4]Conrad H. Prog Mater Sci, 1981; 26:123
  • 9[5]Jax P, Kratochvil P, Haasen P. Acta Met, 1970; 18:237
  • 10[6]Tyson W R. Canad Met Quart, 1968; 6:301

共引文献129

同被引文献25

  • 1曹阳,李国俊.金属间化合物高温结构材料的研究动向[J].材料导报,1994,8(4):14-18. 被引量:17
  • 2陈律,彭平,韩亚利.L1_0-TiAl基本物性的计算与比较研究[J].材料科学与工艺,2007,15(1):47-51. 被引量:4
  • 3H. Wang,R.C. Reed,J.-C. Gebelin,N. Warnken.On the modelling of the point defects in the ordered B2 phase of the Ti–Al system: Combining CALPHAD with first-principles calculations[J].Calphad.2012
  • 4Guoliang Zhu,Yongbing Dai,Da Shu,Yanping Xiao,Yongxiang Yang,Jun Wang,Baode Sun,Rob Boom.First-principles study of point defects and Si site preference in Al 3 Ti[J].Computational Materials Science.2011(9)
  • 5Yu-Juan Li,Qing-Miao Hu,Dong-Sheng Xu,Rui Yang.Strengthening of γ-TiAl-Nb by short-range ordering of point defects[J].Intermetallics.2010(6)
  • 6Chao Jiang.First-principles study of site occupancy of dilute 3d, 4d and 5d transition metal solutes in L1 0 TiAl[J].Acta Materialia.2008(20)
  • 7Chao Jiang.Site preference of early transition metal elements in C15 NbCr 2[J].Acta Materialia.2006(5)
  • 8Chao Jiang,Long-Qing Chen,Zi-Kui Liu.First-principles study of constitutional point defects in B2 NiAl using special quasirandom structures[J].Acta Materialia.2005(9)
  • 9T Novoselova,S Malinov,W Sha,A Zhecheva.High-temperature synchrotron X-ray diffraction study of phases in a gamma TiAl alloy[J].Materials Science & Engineering A.2004(1)
  • 10Olivier Tougait,Henri No?l.Stoichiometry of UAl 4[J].Intermetallics.2004(2)

引证文献3

二级引证文献7

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部