2004
DOI: 10.1016/j.jnucmat.2004.07.037
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Simulation of radiation damage in Fe alloys: an object kinetic Monte Carlo approach

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Cited by 290 publications
(223 citation statements)
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“…The combination of high stability and fast diffusion leads to very long MFP's, which in the case of P is consistent with the observed heavy segregation at grain boundaries or dislocations [26]. Concerning the other species, the V-Cu and V-Si complexes are more stable than V-Mn and V-Ni because of the larger binding energy (in first approximation E diss can be estimated as the sum of binding and migration energy [14]), Finally, the computed MFP of the V-Ni pair is shorter than the other solutes with similar drag tendencies (Mn, Cu). This is a direct consequence of the reduced mobility of the V-Ni pair given by the considerably higher migration barrier of Ni with respect to the other solutes.…”
Section: Vacancy-solute Pairs In Dilute Alloyssupporting
confidence: 77%
See 1 more Smart Citation
“…The combination of high stability and fast diffusion leads to very long MFP's, which in the case of P is consistent with the observed heavy segregation at grain boundaries or dislocations [26]. Concerning the other species, the V-Cu and V-Si complexes are more stable than V-Mn and V-Ni because of the larger binding energy (in first approximation E diss can be estimated as the sum of binding and migration energy [14]), Finally, the computed MFP of the V-Ni pair is shorter than the other solutes with similar drag tendencies (Mn, Cu). This is a direct consequence of the reduced mobility of the V-Ni pair given by the considerably higher migration barrier of Ni with respect to the other solutes.…”
Section: Vacancy-solute Pairs In Dilute Alloyssupporting
confidence: 77%
“…The LAKIMOCA code [14] is employed to perform the AKMC simulations. In the AKMC approach, the evolution of the system is modeled as a sequence of vacancy jumps occurring at a rate C ¼ m expðÀE a =k B TÞ, where m is the attempt frequency and E a is the vacancy migration energy.…”
Section: Akmc Algorithmmentioning
confidence: 99%
“…Since all the defects are within second-nearest-neighbor distance of each other in a cluster, it is expected that they will collapse to a faceted void due to vacancy attraction. In kinetic Monte Carlo models, it is standard to assume that there is a capture radius of at least this distance [17][18][19][20] between vacancies, leading to collapse to a compact void.…”
Section: Resultsmentioning
confidence: 99%
“…We adopted an object kinetic Monte-Carlo (OKMC) method 16,17) for the annealing simulations of cascade damage. This method is capable of tracking the fate of various types of defects in materials.…”
Section: Annealing Methodsmentioning
confidence: 99%