Abnormal Grain Coarsening and Its Possible Relationship with Particle Limited Normal Grain Coarsening

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Abstract:

The prior literature on abnormal grain coarsening (AGC) at low volume fractions (f) of stable second phase particles in high purity Al alloys is reviewed and reanalyzed in the light of developments in modeling particle inhibition of grain boundary migration. With the usual assumptions (i) of incoherent particles that retain their shape on contact with the grain boundaries and (ii) that all the grain boundaries are equally mobile, it appears impossible to account for process of AGC. Normal grain coarsening (NGC) is shown to be less inhibited by the particles than is AGC. This idea is explored using a new but simple model of particle inhibition by curvature removal. The curvature of the smallest grains is always larger than that of the larger grains. Two possible hypotheses to overcome this difficulty are proposed: First the possible change of shape of particles on slowly moving grain boundaries, of grains with near 14 neighbors should, after a small increment of NGC, promote AGC at low values of the volume fraction f. The second hypothesis involves the observed high density of immobile, low angle grain boundaries (LAGBs) found in recent experiments on high purity Al-Fe-Si alloys cast with very coarse grain sizes. These alloys undergo rapid AGC even at higher values of f (> 0.01). These LAGBs are expected to inhibit the shrinkage of many of the small grains, whose loss is the fundamental mechanism of NGC.

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Materials Science Forum (Volumes 467-470)

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843-852

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October 2004

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© 2004 Trans Tech Publications Ltd. All Rights Reserved

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[1] P.A. Beck, M.L. Holzwoth and P.R. Sperry, TMS AIME vol. 180 (1949) p.163.

Google Scholar

[2] R.D. Doherty et al. Mate. Sci. & Engr. vol. 238A (1998) p.219.

Google Scholar

[3] J. Calvet and C. Renon, Mem . Sci. Rev. Met. vol. 57 (1960) p.345.

Google Scholar

[4] J. Liu Ph. D Thesis Drexel University Philadelphia PA 19104 USA (1987).

Google Scholar

[5] Indradev Samajdar and R. D. Doherty Scripta Metall, and Mater, vol. 31 (1994) 527-530.

Google Scholar

[6] R.D. Doherty, S. Panchanadeeswaran and K. Kashyap. Acta Metall. vol. 41 (1993) p.3029.

Google Scholar

[7] R.D. Doherty, Kang Li, K. Kashyap and M.P. Anderson In Materials Architecture, 10th Riso International Symposium. Eds. J.B. Bilde -Sorensen, et. al. Riso National Lab., Roskilde Denmark. 31-49. (1989).

Google Scholar

[8] Li-Chun Chen MS Thesis Drexel University Philadelphia PA 19104 USA (1997).

Google Scholar

[9] C.S. Smith TMS AIME vol. 175 (1948) p.47.

Google Scholar

[10] P.A. Manohar, M Ferry and T. Chandra ISIJ Intern. Vol. (1998) p.913.

Google Scholar

[11] G. Coutourier Ph. D Thesis (2003) Ecoledes Mines de St-Etienne France. See also Couturier et al., this conference.

Google Scholar

[12] F.N. Rhines and K.R. Craig, Metal Trans. Vol. 5 (1974) p.413.

Google Scholar

[13] J.W. Martin R.D. Doherty and B. Cantor, The Stability of Microstructure in Metallic Systems Cambrdge University Press (2nd Edition (1997).

Google Scholar

[14] R.L. Coble and J.E. Burke Prog in Ceramic Science vol 3 (1963) p.197.

Google Scholar

[15] T. Gladman Proc. Roy. Soc. vol A294 (1966) p.298.

Google Scholar

[16] R.D. Doherty Research in progress.

Google Scholar

[17] R.E. Reed-Hill and R. Abbaschian Physical Metallurgy Principles, PWS -Kent Publishing Co Boston 3ed. (1991) p.191.

Google Scholar