| Autor: |
Tatarenko, V. A., Bokoch, S. M., Nadutov, V. M., Radchenko, T. M., Park, Y. B. |
| Rok vydání: |
2014 |
| Předmět: |
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| Zdroj: |
Defect and Diffusion Forum, vols. 280-281, 29-78 (2008) |
| Druh dokumentu: |
Working Paper |
| DOI: |
10.4028/www.scientific.net/DDF.280-281.29 |
| Popis: |
Within the framework of the lattice-statics and static fluctuation-wave methods, the available energies of strain-induced interaction of interstitial-interstitial, interstitial-substitutional and substitutional-substitutional impurity atomic pairs are collected and analysed for f.c.c.-(Ni,Fe)-C solutions allowing for discrete atomic structure of the host-crystal lattice. The lattice spacings, elasticity moduli and/or quasi-elastic force parameters of the host-crystal lattice, and concentration coefficients of the dilatation of solid-solution lattice due to the respective solutes are selected as the input numerical experimental data used. The above-mentioned interaction energies prove to have non-monotonically decreasing and anisotropic dependences on discrete interatomic radius-vector, and themselves are strong and long-range. In all f.c.c.-(Ni,Fe)-base solutions, there is strain-induced attraction in many coordination shells. In general, the strain-induced interaction between impurity atoms in gamma-Fe is weaker than in alpha-Ni. The verification of applicability of the approximation of strain-induced interaction of impurities for f.c.c.-(Ni,Fe)-C alloys showed that it must be supplemented with additional short-range (electrochemical) repulsion in the first coordination shell. Nevertheless, in any case, the strain-induced interaction of impurity atoms must be taken into account for analysis of structure and properties of f.c.c.-(Ni,Fe)-base solutions. The Monte Carlo simulation procedures applied for constitution of a nanoscale Fe-C-austenite crystallite and based on analysis of the dependences of numbers of the different atomic configurations on C-C interatomic-interaction energies reveal correlation between the potential energy of such a modeling system and the numbers of iterations as well as Monte Carlo steps for the approach to constrained equilibrium. |
| Databáze: |
arXiv |
| Externí odkaz: |
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