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钛氚化物中氦迁移能的第一原理研究 被引量:1

First-principles Study of the Migration Energy of Helium in Titanium Ditride
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摘要 应用第一原理方法研究了时效初期氦原子在理想的钛氚化物(TiT2)中的迁移行为。计算结果显示氦的迁移能是1.07eV,比氦自身的反冲能(1.03eV)大,因此氦原子很难迁移,从而很好地解释了氦在时效初期不溢出氚化物以及时效后期金属氚化物中出现氦泡的实验现象。以迁移能为基础建立的固氦标准比以位置择优取向能为基础建立的固氦标准更合理。 The migration behavior of Helium in ideal titanium ditritide (TiT2) is studied by first-principles method in this paper. It is showed that that the migration energy for helium is 1.07 eV, larger than the bounce energy of helium (1.03 eV), making the migration of helium very difficult. This result explains why helium does not diffuse from tritides at the early stage of aging and the occurrence of helium bubbles in the metal tritides at the later aging stage. Compared with site-preferring energy based stabilizing-helium standard, the migration energy based stabilizing-helium standard will be more reasonable.
出处 《安徽工业大学学报(自然科学版)》 CAS 2010年第1期57-59,共3页 Journal of Anhui University of Technology(Natural Science)
基金 教育部"新世纪优秀人才"支持计划(NCET-06-0556) 科技部973计划前期研究专项(2008CB617605)
关键词 第一原理 氚化物 固氦 迁移能 first-principles tritide stabilizing-helium migration energy
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参考文献11

  • 1王隆保,吕曼祺,李依依.金属氚化物的时效和时效效应[J].金属学报,2003,39(5):449-469. 被引量:16
  • 2Camp W J. Helium Detrapping and Release from Metal Tritides [J]. J Vac Sci Technol A, 1977,14:514-517.
  • 3Weaver H T, Camp W J. Detrapping of Interstitial Helium in Metal Tritides - NMR Studies[J]. Phys Rev B, 1975,12:3054-3059.
  • 4Bowman R C, Attalla A. NMR Studies of the Helium Distribution in Uranium Tritide [J]. Phys Rev B, 1977,16:1828-1843.
  • 5Trinkaus H,Singh B N. Hehum Accumulation in Metals during Irradiation - Where Do We Stand? [J]. J Nucl Mater,2003,323: 229 -242.
  • 6Gupta R P,Gupta M. Consequences of HeLium Production from the Radioactive Decay of Tritium on the Properties of Palladium Tritide [J]o Phys Rev B,2002,66:014105.
  • 7Wu Y X, Yang R, Zheng H, et al. First-principles Stuydy of Alloying Effect of Transition Metals on He in Titanium Ditritide[J]. J Nuel Mater, 2006, 354:36-48.
  • 8Ellis D E, Painter G S. Discrete Variational Method for the Energy-band Problem with General Crystal Potentials [J]. Phys Rev B, 1970,2: 2887-2898.
  • 9Von Barth U, Hedin L. A Local Exchange-correlation Potential for the Spin Polarized Case: I [J]. J Phys C, 1972,5:1629-1642.
  • 10Shaw M P, Ralph B,Stobbs W M. An Investigation into the Potential Importance of Helium Trapping during the Nucleation of Radiation-induced Voids [J]. J Nucl Mater, 1983,115 : 1-10.

二级参考文献70

  • 1Weaver H T, William Camp J. Phys Rev, 1975; 12:3054
  • 2Camp W J. J Vac Sci Technol, 1977; 14:314
  • 3Raju P G, Michele G. Phys Rev, 2002; 66B: 014105-1
  • 4Bowman R C Jr, Attalla A. Phys Rev, 1977; 16B: 1828
  • 5Bowman R C Jr. Nature, 1978; 271:531
  • 6Rodin A M, Surengants V V. Zh Fiz, Khim, 1971; 45:1094(РоцинАМ, Суреняцвв, ЖФХ,1971; 25: 1094)
  • 7Cost J R, Hickman R G. J Vac Sci Technol, 1975; 12:516
  • 8Khimyi Yu M, Kochemasova L N, Berezhko P G. Zh Fiz Khim, 1979; 7:1997(ХирныйЮМ , КочемасоваЛН,ВережкоПГ. ЖФХ, 1979; 7: 1797)
  • 9Khimyi Yu M, Kochemasova L N. Zh Fiz Khim, 1983; 2:463(ХирныйЮМ, КочемасоваЛН,ЖФХ, 1983; 2: 463)
  • 10Thomas G J, Swansiger W A, Baskes M I. J Appl Phys,1979; 50:6942

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