2007
DOI: 10.1007/s10853-007-2001-3
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Finite element simulation of interfacial segregation in dilute alloys

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Cited by 12 publications
(7 citation statements)
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“…Thus, the Ga accumulations are not related to the formation of Ga precipitates due to phase separation between Ga and Ge (Gokhale & Abbaschian, 1990), but to Ga segregation on dislocation loops, explaining the observation of Ga accumulations for Ga concentrations below the solubility limit in Ge. The increase of Ga solute atom concentration with temperature is not related to the increase of Ga solubility with temperature, as is usually assumed from the SIMS measurements, but to the usual decrease of the equilibrium segregation driving force when the temperature increases (Portavoce et al, 2004 a ; Fournier Dit Chabert et al, 2007). In the present case, the diffusion model used to determine the Ga diffusion coefficients from the fit of the experimental SIMS profiles should not include precipitation but segregation on dislocation loops.…”
Section: Resultsmentioning
confidence: 98%
“…Thus, the Ga accumulations are not related to the formation of Ga precipitates due to phase separation between Ga and Ge (Gokhale & Abbaschian, 1990), but to Ga segregation on dislocation loops, explaining the observation of Ga accumulations for Ga concentrations below the solubility limit in Ge. The increase of Ga solute atom concentration with temperature is not related to the increase of Ga solubility with temperature, as is usually assumed from the SIMS measurements, but to the usual decrease of the equilibrium segregation driving force when the temperature increases (Portavoce et al, 2004 a ; Fournier Dit Chabert et al, 2007). In the present case, the diffusion model used to determine the Ga diffusion coefficients from the fit of the experimental SIMS profiles should not include precipitation but segregation on dislocation loops.…”
Section: Resultsmentioning
confidence: 98%
“…This methodology is applied to a fatigue test specimen with a cylindrical geometry (3.11 mm radius). Room temperature behavior has been calculated using the anisotropic elasto-viscoplatic model developed for the AMl superalloy [18]. Figure 8 represents the hoop (aee) and axial (azz) stresses in a quarter of crosssection just after shot-peening.…”
Section: Internal Variables Initializationmentioning
confidence: 99%
“…This is precisely the aim of the present work: a previously developed and validated model is used to simulate complex thermal histories and hence to optimise heat treatments. The model has already been described in detail [8], but its main features may be reminded: it consists in a finite element resolution, using a commercial code (Comsol [9]), of the nucleation and growth differential equations of Myhr and Grong [10], to model ageing precipitation in nickel base superalloys with a low γ' volume fraction (typically less than 0.3). Indeed, on the one hand Myhr and Grong equations hold in the case of a classical nucleation and growth phenomenon, and on the other hand they are well suited for the case of well-separated precipitates, corresponding to the case of alloys with a low γ' volume fraction.…”
Section: Introductionmentioning
confidence: 99%
“…In the present case, the Thermo-Calc software [11] is used, in conjunction with the TTNI7 thermodynamic database for Ni-base superalloys [12]. The obtained relations have been described elsewhere [8]. Finally, the γ' volume fraction, V f , is calculated using:…”
Section: Introductionmentioning
confidence: 99%
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