Hiroshi Numakura

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Organization: Osaka Prefecture University , Japan
Department: Department of Materials Science
Title: Professor(PhD)

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Co-reporter:Maaouia Souissi, Ying Chen, Marcel H.F. Sluiter, Hiroshi Numakura
Computational Materials Science 2016 Volume 124() pp:249-258
Publication Date(Web):November 2016
DOI:10.1016/j.commatsci.2016.07.037
•Established a method for predicting solution enthalpy by supercell calculations.•Spurious interaction with periodic images properly corrected for.•Strain field of interstitial and substitutional solute atoms determined.•Applied to important cases of B, C, N, and O in bcc iron.Practical and reliable methods for theoretically determining the properties of B, C, N, and O in bcc iron have been explored by systematic DFT calculations. The energies of solution and migration, and the elastic strain fields due to the solute atom have been evaluated by supercell calculations under various conditions. By applying correction for spurious elastic interaction of the solute atom with its images in the periodic supercells, reasonable estimates of the solution energy have been obtained without employing very large supercells. The correction turned out unimportant for the migration energy, as it modifies the energies of the stable position and the saddle-point similarly. The lambda tensor, which uniquely characterizes the strain field induced by a solute atom, has been evaluated for the four species of various configurations, first through the force-dipole tensor obtained in zero-strain calculations, and second from changes in supercell dimensions in zero-stress calculations. The two procedures give similar results that typically differ by a few per cent from each other. The computed values for C and N in octahedral interstitial sites are comparable to experimental values. When experimental data become available for B and O, these evaluations will resolve the as-yet contentious location of these atomic species in bcc iron.
Co-reporter:Masayuki Okugawa
Metallurgical and Materials Transactions A 2015 Volume 46( Issue 9) pp:3813-3814
Publication Date(Web):2015 September
DOI:10.1007/s11661-015-3022-1
Ernst et al. analyzed the concentration-dependent diffusion of carbon in austenitic steel in the semi-infinite geometry by the Boltzmann–Matano method. They assumed that the origin of the position coordinate be at the surface, and tried to justify it from the particular nature of interstitial diffusion. We point out that their ‘assumption’ is prerequisite to applying the method to the problem, irrespective of the mechanism.
Co-reporter:H. Numakura, K. Nishi
Materials Science and Engineering: A 2009 s 521–522() pp: 34-38
Publication Date(Web):
DOI:10.1016/j.msea.2008.09.144
Co-reporter:Y. Ueno, M. Hojo, H. Numakura, T. Ichitsubo, J. Saida
Materials Science and Engineering: A 2009 s 521–522() pp: 232-235
Publication Date(Web):
DOI:10.1016/j.msea.2008.10.071
Aluminum, compd. with nickel (1:3)
Nickel, compd. with vanadium (3:1)