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Molecular dynamics simulations of influence of Re on lattice trapping and fracture stress of cracks in Ni

•The lattice-trapping range for the cracks is small, regardless of the addition of Re.•The fracture stress usually increases by at least 10% with 3at.% or 6at.% Re addition.•The ranges over which Re atoms influence the atomic bonds are different in dilute and concentrated Ni (Re) solid solutions.•Th...

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Bibliographic Details
Published in:Computational materials science 2014-02, Vol.83, p.196-206
Main Authors: Liu, Zheng-Guang, Wang, Chong-Yu, Yu, Tao
Format: Article
Language:English
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Summary:•The lattice-trapping range for the cracks is small, regardless of the addition of Re.•The fracture stress usually increases by at least 10% with 3at.% or 6at.% Re addition.•The ranges over which Re atoms influence the atomic bonds are different in dilute and concentrated Ni (Re) solid solutions.•The appearance of kink does not affect the lattice-trapping range. The influence of Re on the lattice trapping and fracture stress of the five orientation cracks in Ni was investigated using the molecular dynamics (MD) method, with a Ni–Al–Re embedded-atom-method potential. The MD simulations showed that the range (S) of lattice trapping for different crack orientations was small, regardless of the addition of Re. With the addition of 3at.% or 6at.% Re, the lower and upper trapping limits (KIC±) increased noticeably and exceeded the theoretical Griffith load. This means that Re–Ni interatomic interactions can prevent the breaking of atomic bonds and can heal cracks. With the addition of Re, the largest and smallest fracture stresses occurred in the (010)[101] and (100)[010] crack systems, respectively. The MD simulations also showed that in dilute and concentrated Ni (Re) solid solutions, the ranges (R) over which Re atoms restrained the jumps in the bond lengths of atom pairs in neighbouring regions were different. R was proportional to KIC±. In addition, kinks in crack fronts were found not to affect S and R.
ISSN:0927-0256
1879-0801
DOI:10.1016/j.commatsci.2013.11.008