2005
DOI: 10.2355/isijinternational.45.1335
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Numerical Simulation of Copper Precipitation during Aging in Deformed Fe-Cu Alloys

Abstract: A numerical model was developed to simulate the competing precipitation of Cu particles on dislocations and in the matrix in Fe-Cu alloys. The nucleation and growth rates and the remaining Cu concentration in the matrix were calculated successively at a large number of fine discrete time steps. In the absence of dislocations the results for precipitation in the matrix that was assumed to occur homogeneously were in essential agreement with those of Langer-Schwartz (L-S) model and Lifshitz-Slyozov-Wagner (LSW) … Show more

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Cited by 34 publications
(17 citation statements)
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“…Figure 8 shows the comparison between measured and calculated precipitate size distributions. The model captures the size distribution reasonably well, though it does tend to underpredict the width of the distribution, a feature that has been previously reported for KWN models, [12] and slightly underpredicts the mean precipitate size for aging at 300°C. Importantly, the model is able to capture the size distributions obtained under isothermal aging conditions, as well as those obtained for samples that were up-quenched from 300°C to 425°C.…”
Section: A Modeling Approach: Kwn Modelmentioning
confidence: 82%
“…Figure 8 shows the comparison between measured and calculated precipitate size distributions. The model captures the size distribution reasonably well, though it does tend to underpredict the width of the distribution, a feature that has been previously reported for KWN models, [12] and slightly underpredicts the mean precipitate size for aging at 300°C. Importantly, the model is able to capture the size distributions obtained under isothermal aging conditions, as well as those obtained for samples that were up-quenched from 300°C to 425°C.…”
Section: A Modeling Approach: Kwn Modelmentioning
confidence: 82%
“…The so-called N model is widely used for simulating precipitation in aluminum [15][16][17][18] and iron alloys [19,20] that takes place at small supersaturations. In the experiment by Offerman et al, it seems that the supersaturation remained relatively low at nucleation stages because of the slow cooling rate.…”
Section: A Outline Of the Modelmentioning
confidence: 99%
“…Whereas the stationary interface approximation [24] is often used in the N model, [16,20] the growth rate of ferrite is calculated from the equation of spherical growth given by…”
Section: B Ferrite Nucleation Rate At Grain Corners Edges and Facesmentioning
confidence: 99%
“…[25,26] The interaction between dislocations and precipitates was based on the assumption that the dislocation core energy over the precipitate radius is spent for the nucleation. Thus, the activation energy, DG, for the formation of the critical nucleus of radius, r c , is the sum of the chemical free energy À 4 3 pr 3 DG V À Á , the interfacial free energy 4pr 2 c À Á , and the dislocation core energy À0:4lb 2 r À Á .…”
Section: T/εmentioning
confidence: 99%