2013
DOI: 10.1016/j.nimb.2013.01.049
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Ab initio modelling of vacancy–solute dragging in dilute irradiated iron-based alloys

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Cited by 24 publications
(16 citation statements)
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“…Vacancy-solute clusters are a documented phenomenon 59,60 and the binding of solute atoms to vacancies in -Fe is important for understanding solute partitioning, diffusivity and precipitation [61][62][63] . In Figure 9(A-C), the resultant magnetic moment, binding energy and vacancy formation energy of Mn substitution are shown as a function of distance from a vacancy from 1 st  6 th nn.…”
Section: Effect Of Vacanciesmentioning
confidence: 99%
“…Vacancy-solute clusters are a documented phenomenon 59,60 and the binding of solute atoms to vacancies in -Fe is important for understanding solute partitioning, diffusivity and precipitation [61][62][63] . In Figure 9(A-C), the resultant magnetic moment, binding energy and vacancy formation energy of Mn substitution are shown as a function of distance from a vacancy from 1 st  6 th nn.…”
Section: Effect Of Vacanciesmentioning
confidence: 99%
“…Those diffusion models were limited to short-range interacting alloys and the contribution to the L ij coefficients of some vacancy jumps beyond the first nearest neighbor sites of the solute atom had to be neglected. Recently, long-range interaction models of the L ij coefficients have been developed [15,16]). In concentrated alloys, due to the high complexity, approximate mean field methods are used to determine the L ij coefficients [3].…”
Section: Segregationmentioning
confidence: 99%
“…The former by calculating the diffusion barrier of vacancy with different diffusion paths can calculate the solvent and solute diffusion coefficient. 43,44 The latter by calculating the MSD of Cu atom and applying the Einstein equation calculate the Cu diffusion coefficient. 40,41 For example, using MD method, J. Marian et al 41 studied the Cu diffusion coefficient in a Fe-0.9 at% Cu alloy at high temperature (1000∼1750 K) and showed that the vacancies were clustering when vacancy concentration arrived 1%, and they also pointed out that clustering vacancy had no significant influence upon the Cu diffusion coefficient.…”
Section: Simulation Methodsmentioning
confidence: 99%
“…40,41 For example, using MD method, J. Marian et al 41 studied the Cu diffusion coefficient in a Fe-0.9 at% Cu alloy at high temperature (1000∼1750 K) and showed that the vacancies were clustering when vacancy concentration arrived 1%, and they also pointed out that clustering vacancy had no significant influence upon the Cu diffusion coefficient. The LeClaire multi-frequency model assume that the vibration frequency of Cu is same as that of the Fe atom (4.9∼5.2 THz) due to the volume of Cu atom is almost as large as the volume of Fe atom, 44 this assumption may lead to an uncertainty in the calculation of the Cu diffusion coefficient. In this paper, we used the MD method to calculate the Cu atom diffusion coefficient with a vacancy concentration of 0.1 at.%, 0.2 at.% and 0.3 at.% at different temperature (1200∼1600 K), and we maintained the high temperature in order to enhance statistics of the vacancy jumps.…”
Section: Simulation Methodsmentioning
confidence: 99%