Abstract
The transport of matter in crystalline solids involves point defects diffusing with characteristic times rather large when compared to simulation times. So with the exception of some cases (e. g. superionic conductors) the direct study of bulk diffusion in solids is generally beyond the scope of Molecular Dynamics simulation without constraints. However this limitation does not exist when diffusion occurs in extended defects.
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References
N. A. Gjostein, “Diffusion,” Publisher American Society for metals, Metals Park, Ohio, p. 261 (1973).
R. W. Balluffi, A. V. Granato, in “Dislocations in solids,” Vol. 4. F. R. N. Nabarro ed., Publisher North Holland Amsterdam p.l (1979).
R. W. Balluffi, Physica Status Solidi. 42:11 (1970).
M. Wuttig, K. H. Birnbaum, Phys. Rev. 147:495 (1966).
C. Baker, M. Wuttig and K. H. Birnbaum, Trans. Japan Inst. Metals. Suppl., 9:268 (1968).
E. C. Oren and C. L. Bauer, Acta Met., 15:773 (1967).
T. E. Volin, K. H. Lie and R. W. Balluffi, Acta Met.. 19:263 (1971).
M. Doyama and R. M. Cotterill, Trans. Japan Inst. Metals. Suppl., 9:55 (1968).
M. Doyama and R. M. Cotterill, in “Lattice defects and their interactions,” R. R. Hasiguti ed., Publisher Gordon Breach New York p 144 (1967).
R. C. Perrin, A. Englert and R. Bullough in “Interatomic potentials and simulation of lattice defects,” P. C. Gehlen et al. ed., Publisher Plenum press p. 509 (1972).
v. R. Fidel’man and V. A. Zhuravlev, Fiz. metal, metalloved, 46: 106 (1978).
J. Huang, M. Meyer, and V. Pontikis, Phvs. Rev. letters. 63:628 (1989).
L. Dagens, J. Phys. F: Met. Phys., 7:1167 (1977).
J. G. Upadhyaya and L. Dagens, J. Phys. F: Met. Phys. 8:L21 (1978).
N. Q. Lam, L. Dagens and N. V. Doan, J. Phys. F: Met. Phys., 13: 2503 (1983).
J. Huang, M. Meyer and V. Pontikis to be published.
J. Huang, M. Meyer and V. Pontikis, Scripta Metallurgica. 22: 463 (1988).
J. P. Hirth and J. Lothe in “Theory of dislocations,” Publishers J. Wiley and sons New York p. 298 ff. (1982).
Ref.18 p. 76 ff.
C. H. Bennett, in “Diffusion in solids — recent developments,” A. S. Nowick and J.J. Burton ed., Publisher Academic Press, New York, p 73 (1975).
D. J. H. Gockayne and V. Vitek, Phys. Stat. Sol. (b) 65:751 (1951).
S. W. de Leeuw and M. Dixon, Phil. Mag. 52 A:279 (1985).
J. Rabier and M. Puls, Phil. Mag. 52 A:461 (1985)
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© 1990 Plenum Press, New York
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Huang, J., Meyer, M., Pontikis, V. (1990). High Temperature Core Structure and Pipe Diffusion in an Edge Dislocation of Copper: A Molecular Dynamics Study. In: Mareschal, M. (eds) Microscopic Simulations of Complex Flows. NATO ASI Series, vol 236. Springer, Boston, MA. https://doi.org/10.1007/978-1-4684-1339-7_23
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DOI: https://doi.org/10.1007/978-1-4684-1339-7_23
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