Numerical Simulation of Microstructural Evolution in Isothermally-Aged Cu-Ni Based Alloys

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The microstructure simulation of spinodal decomposition was carried out in the isothermally-aged Cu-Ni and Cu-Ni-Fe and Cu-Ni-Cr alloys using the phase field method. The numerical simulation was based on a solution of the Cahn-Hilliard partial differential equation by the finite difference method. The calculated results were compared to those determined by atom-probe field ion microscope analyses of the solution treated and aged alloys. Both the numerically simulated and experimental results showed a good agreement for the concentration profiles and microstructure in the aged Cu-Ni, Cu-Ni-Fe and Cu-Ni-Cr alloys. A very slow growth kinetics of phase decomposition was observed to occur in the aged Cu-Ni alloys. The morphology of decomposed phases consists of an irregular shape with no preferential alignment in any crystallographic direction at the early stages of aging in all the aged alloys. In the case of the aged Cu-Ni-Fe alloy, a further aging caused the change of initial morphology to an equiaxial shape of the decomposed Ni-rich phase aligned in the elastically-softest crystallographic direction <100> of Cu-rich matrix. The growth kinetics rates of phase decomposition in Cu-Ni-Fe and Cu-Ni-Cr alloys are appreciably faster than that in Cu-Ni alloys.

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Advanced Materials Research (Volumes 15-17)

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672-677

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February 2006

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© 2007 Trans Tech Publications Ltd. All Rights Reserved

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[1] J.M. Larrain: Canadian Metallurgical Quarterly, Vol. 18 (1979), p.401.

Google Scholar

[2] M.F. Ebel : Phys. Stat. Sol. A, Vol. 5 (1971), p.91.

Google Scholar

[3] W. Wagner, R. Poerschke and H. Wollenberger: J. Phys. F Met. Phys, Vol. 12 (1982), p.405.

Google Scholar

[4] V.M. Lopez H., T. Sakurai and K. Hirano: Scripta metall. mater., Vol. 26 (1992), p.99.

Google Scholar

[5] K. Monma, H. Suto and H. Oikawa: Bull. Japan Inst. Metals, Vol. 4 (1984), p.4.

Google Scholar

[6] V.M. Lopez H., N. Sano, T. Sakurai and K. Hirano: Acta metall. mater., Vol. 41 (1993), p.265.

Google Scholar

[7] L.H. Schwartz, S. Mahajan and J.T. Plewes: Acta metall., Vol. 22 (1974), p.601.

Google Scholar

[8] V. M. Lopez-Hirata, F. Hernández-Santiago, H. J. Dorantes-Rosales, M. L. Saucedo-Muñoz and J. M. Halle-López: Mater. Trans. JIM, Vol. 42 (2001), p.1417.

Google Scholar

[9] M. Baricco, E. Bosco, G. Acconciaioco, P. Rizzi and M. Coisson: Mater. Sci. Eng. A, Vol. 375-377 (2004), p.1019.

DOI: 10.1016/j.msea.2003.10.037

Google Scholar

[10] E.N. Kaufmann, Encyclopedia of Materials Characterization, Vol. 1 (Wiley Interscience, UK 2003).

Google Scholar

[11] M. Honjo and Y. Saito: ISIJ International, Vol. 40 (2000), p.914.

Google Scholar

[12] J.E. Hilliard. Spinodal Decomposition, Phase Transformations, ed. H. L. Aaronson (ASM International ASM, Metals Park OH, USA 1970).

Google Scholar

[13] H. Mehner: Diffusion in Solid Metals and Alloys (Springer-Verlag, Germany 1990).

Google Scholar

[14] Z. Moser and W. Zakulski: Calphad, 19 (1985), p.257.

Google Scholar

[15] K.J. Zen and M. Hämäläinen: J. Alloy and Compounds, Vol. 220 (1995), p.53.

Google Scholar

[16] A. Watson and F.H. Hayes: J. Alloy and Compounds, Vol. 220 (1995), p.94.

Google Scholar

[17] G.E. Dieter: Mechanical Metallurgy (Mc Graw Hill , New York, NY 2001).

Google Scholar

[18] W.B. Pearson: A Handbook of Lattice Spacings and Structures of Metals and Alloys, (ASM International Metals Park, OH, USA, 1986).

Google Scholar

[19] G. Kostorz: Phase Transformations in Materials, (Wiley-VCH , Germany: Wiley 2001). (a) (b).

Google Scholar