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研究有序-无序相变的原子集团变分法(CVM) 被引量:1

Cluster Variation Method in the Research of Order-Disorder Transformation
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摘要 原子集团变分法广泛地应用于有序-无序相变的研究。该文系统地阐述了原子集团变分法的基本理论和其发展过程,并对其应用成果进行了综合评述。 The cluster variation method(CVM)has been used widely in the research of or-der-disorder transformation.In this paper,the basic theory and development of CVM as well as its fruitful applications are presented and reviewed.
出处 《中国民航学院学报》 2001年第6期12-15,共4页 Journal of Civil Aviation University of China
基金 中国民航总局教育研究基金资助项目(01-3-18).
关键词 有序-无序相变 原子集团变分法 相图 材料结构 order-disorder transformation cluster variation method phase diagram
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  • 1Mohri T. Thermal Expansion Calculated by Continuous Displacement Cluster Variation Method[J]. Materials Transactions, 2008, 49(11), 2515-2520.
  • 2Inden G, Schon C G. Thermodynamic self-consistency issues related to the Cluster Variation Method: The case of the BCC Cr-Fe (Chromium-Iron) system[J]. Calphadcomputer coupling of Phase Diagrams and Thermochemistry, 2008, 32(4): 661-668.
  • 3Kitashima T, Yokokawa T, Yeh AC, Harada, H. Analysis of element-content effects gamma/gamma ' interface on equilibrium segregation at in Ni-base superalloys using the cluster variation method[J].Intermetallics, 2008, 16(6): 779-784.
  • 4Keskin M, Canko O. Multicritical phase diagrams of the ferromagnetic spin-3/2 Blume-Emery-Griffiths model with repulsive biquadratic coupling including metastable phases: The cluster variation method and the path probability method with the point distribution[J]. Journal of Magnetism and Magnetic Materials, 2068, 320(1-2):8-24.
  • 5Albers CA, Heskes T, Kappen HJ. Haplotype inference in general pedigrees using the cluster variation method[J]. Genetics, 2007, 117(2), 1101-1116.
  • 6Barbe V, Nastar M. Split interstitials in an interacting bcc alloy. I. Extension of the cluster variation method[J]. Physicsal Review B, 2007, 76(5): 054205.
  • 7Yasuda M, Tanaka K. The relationship between Plefka's expansion and the cluster variation method[J]. Journal of the Physical Society of Japan,2006,75(8): 084006.
  • 8Nanu D E, Deng Y J, Bottger A J. Unified approach for cluster variation method calculations of phase diagrams in fcc substitutional alloys with interstitial species[J]. Physicsal Review B, 2006, 74(1):0114113.
  • 9Pelizzola A. Cluster variation method in statistical physics and probabilistic graphical models[J]. Journal of Physics A-Mathematical and General, 2005, 38(33), R309-R339.
  • 10Shang S, Bottger A. A combined cluster variation method and ab initio approach to the gamma-Fe[N]/gamma '-Fe4N1-x phase equilibrium[J]. ACTA Materialia, 2005, 53(2):255-264.

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