期刊文献+

二元fcc无序合金的晶格常数和体弹模量的第一性原理计算方法探究 被引量:2

Lattice Constant and Bulk Modulus of Binary Fcc Disordered Alloys studied by the First-principles Calculations
下载PDF
导出
摘要 通过建立特殊准随机结构(SQS),采用第一性原理VASP程序,用两种不同的弛豫方法分别对二元fcc Ni-X(X=Al,Au,Cu,Ga,Mo,Pt,Ta,W)无序合金的晶格常数和体弹模量随成分的变化进行了计算。这两种弛豫方法分别是离子弛豫法和体积弛豫法。最终计算结果表明,两种计算方法所得的晶格常数和体弹模量非常相近。因此在计算二元无序合金的晶格常数和体弹模量时,可以只做体积弛豫。这不仅大大简化了计算步骤,而且能够保持点阵的对称性,为计算二元合金的体积和体弹模量提供了准确高效的计算方法。 By establishing the Special Quasirandom Structures (SQS), the lattice constant and bulk modulus of fcc Ni- X ( X = Al, Au, Cu, Ga, Mo, Pt, Ta, W) disordered alloy were calculated using the first-principles calculation program-VASP. Two kinds of different relaxation methods were used: ion relaxation method and volume relaxation method. By comparing the final computation results, it was found that the lattice constant and bulk modulus calculated by the two methods were very close. The volume relaxation scheme kept the lattice symmetry and provided a simpler and efficient way to calculate the volume and bulk modulus of binary alloys.
出处 《上海金属》 CAS 北大核心 2017年第1期75-78,共4页 Shanghai Metals
基金 上海市科委"重大工程用关键材料的集成计算材料工程开发"(No.14521100603)
关键词 第一性原理 晶格常数 体弹模量 VASP SQS 离子弛豫 体积弛豫 first- principles calculations, lattice constant, bulk modulus, VASP, SQS,ion relaxation, volume relaxation
  • 相关文献

参考文献2

二级参考文献22

  • 1Micdema A R, de Chatel P F, de Boer F R. Cohesion in Alloys-fundamentals of A Semi-empirlcal Model [ J ]. Physical B +C, 1980,100( 1 ) :1-28.
  • 2Miedema A R. A Simple Model for Alloys [ J ]. Philips Technical Review, 1973,33(6) :149-161.
  • 3Miedema A R. The Electronegativity Parameter for Transition Metals : Heat of Formation and Charge Transfer in Alloys [ J ]. Journal of the Less-Common Metals, 1973,32( 1 ) : 117-136.
  • 4Miedema A R, Boom R, De Boer F R. Work on the Heat of Formation of Solid Alloys [J]. Journal of the Less-Common Metals, 1975, 41 (2) :283-298.
  • 5Miedema A R. Work on the Heat of Formation of Solid Alloysll [J]. Journal of the Less-Common Metals, 1976, 4-6(1):67-83.
  • 6Miedema A R. Work on the Heat of Formation of Alloys [J]. Philips Technical Review, 1976, 36 ( 8 ) :217-231.
  • 7Miedema A R, De Boer F R, Boom R. Model Predictions for the Enthalpy of Formation of Transition Metal Alloys [ J ]. Calphad, 1977, 40 ( 1 ) :341-359.
  • 8Niessena A K, De Boer F R, Boom R. Model Predictions for the Enthalpy of Formation of Transition Metal AlloyslI [ J ]. Calphad, 1983, 7(1) :51-70.
  • 9De Boer F R, Boom R, Miedema A R,et al. Cohesion in metals [ M ]. Amsterdam: North-Holland, 1988.
  • 10Jesser W A, Zhang Bangwei. Formation energy of ternary alloy systems calculated by an extended Miedema Model[ J ]. Physica B, 2002, 315(1) :123-132.

共引文献22

同被引文献7

引证文献2

二级引证文献6

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