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Volume 8 Issue 3
Sep.  2001
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Timothée Nsongo, Xiaodong Ni, and Guoliang Chen, EAM Analysis of the Lattice Parameter Effect in Order-Disorder Transformation, J. Univ. Sci. Technol. Beijing, 8(2001), No. 3, pp. 189-194.
Cite this article as:
Timothée Nsongo, Xiaodong Ni, and Guoliang Chen, EAM Analysis of the Lattice Parameter Effect in Order-Disorder Transformation, J. Univ. Sci. Technol. Beijing, 8(2001), No. 3, pp. 189-194.
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Materials

EAM Analysis of the Lattice Parameter Effect in Order-Disorder Transformation

  • The embedded atom method (EAM) was used to theoretically analyze the effect of the lattice parameter variation on the order-disorder transformation in binary alloys. Based on EAM, it is found that only one kind of order-disorder transition (second-order transition) exists for AB alloy. Three groups of order-disorder transformation can be observed for the A3B or AB3 compounds. For group I, the order-disorder is a completely first-order transition. For group II, the order-disorder transformation is a classical first-order transition. For group III, the order-disorder transformation is found to be a second-order transition. The lattice parameter variations have a significant effect on E2 coefficient, which is related to the ordering energy. These results are in good agreement with experiments.
  • Materials

    EAM Analysis of the Lattice Parameter Effect in Order-Disorder Transformation

    + Author Affiliations
    • The embedded atom method (EAM) was used to theoretically analyze the effect of the lattice parameter variation on the order-disorder transformation in binary alloys. Based on EAM, it is found that only one kind of order-disorder transition (second-order transition) exists for AB alloy. Three groups of order-disorder transformation can be observed for the A3B or AB3 compounds. For group I, the order-disorder is a completely first-order transition. For group II, the order-disorder transformation is a classical first-order transition. For group III, the order-disorder transformation is found to be a second-order transition. The lattice parameter variations have a significant effect on E2 coefficient, which is related to the ordering energy. These results are in good agreement with experiments.
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