2009
DOI: 10.1016/j.commatsci.2008.07.013
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Dependence of the grain boundary energy on the alloy composition in the bcc iron–chromium alloy: A molecular dynamics study

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Cited by 35 publications
(30 citation statements)
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“…For instance, Bhattacharya et al used DFT to calculate grain boundary structures for R3(111) and R11(332) GBs, 73 which are identical to those computed in the present work. Moreover, the relationship between the grain boundary energies and excess free volume for the R3(111) and R11(332) GBs also agrees with previous studies, 48,73,74 as well as with other studies that have found that the R3(112) GB has a much lower grain boundary energy and excess free volume in comparison to the R3(111) GB. 63,74 Additionally, the R5(310) and R9(114) GB structures also agree with previously calculated first principles TABLE I. Dimensions of the bicrystalline simulation cells used in this work along with the R value of the boundary, the grain boundary plane (normal to the y-direction), the misorientation angle h about the corresponding tilt axis (z-direction), the grain boundary energy, and the number of atoms.…”
Section: à2supporting
confidence: 80%
“…For instance, Bhattacharya et al used DFT to calculate grain boundary structures for R3(111) and R11(332) GBs, 73 which are identical to those computed in the present work. Moreover, the relationship between the grain boundary energies and excess free volume for the R3(111) and R11(332) GBs also agrees with previous studies, 48,73,74 as well as with other studies that have found that the R3(112) GB has a much lower grain boundary energy and excess free volume in comparison to the R3(111) GB. 63,74 Additionally, the R5(310) and R9(114) GB structures also agree with previously calculated first principles TABLE I. Dimensions of the bicrystalline simulation cells used in this work along with the R value of the boundary, the grain boundary plane (normal to the y-direction), the misorientation angle h about the corresponding tilt axis (z-direction), the grain boundary energy, and the number of atoms.…”
Section: à2supporting
confidence: 80%
“…To calculate the nucleation barrier according to Eq. (4) we use the thermodynamic driving force of case (iii) in Regarding the interface energy contributions we use data from earlier works [102][103][104][105][106][107][108][109] as upper and lower bounds, respectively, which have shown that the martensite high angle grain boundary energy can be approximated as 1.3 J m À2 . Nakada suggested a somewhat smaller value of 1.1 J m À2 for a martensite high angle grain boundary and 0.2 J m À2 for a lath martensite (low angle) boundary [97].…”
Section: Heterogeneous Nucleation Of Nanoscale Martensite To Austenitmentioning
confidence: 99%
“…The FS potential is one of the established potentials for bcc metals, and has been employed in more than 1 500 studies 33) since it appeared in 1984. As we pointed out in previous studies, [26][27][28][29][30][31][32] the FS potential has the following two properties: (i) the cohesive energy per atom in the bcc phase is lower than that in the fcc phase, independent of temperature and (ii) an energetic transition along the Bain deformation path is reasonable. Hence, the FS potential may capture the kinetics of unidirectional phase transformation from the fcc to the bcc phase qualitatively.…”
Section: Introductionmentioning
confidence: 97%
“…Hence, we should be careful when we quantitatively discuss calculations involving different types of interatomic potentials even when the simulation techniques are similar. Therefore, we have employed the Finnis-Sinclair (FS) potential 25) consistently in a series of MD studies of the structure and thermal properties of met-als, [26][27][28][29][30][31][32] since it can reproduce the material properties despite its simple form and short cutoff distance. The FS potential is one of the established potentials for bcc metals, and has been employed in more than 1 500 studies 33) since it appeared in 1984.…”
Section: Introductionmentioning
confidence: 99%