Abstract
The anelastic relaxation is one type of mechanical response of solids in which, on applying a stress, besides the instantaneous elastic response according to Hook’s law, a retarded strain is found [1]; it is the mechanical analogue of the dielectric relaxation. However, whilst some work has been done in order to see the effect of the random interactions between dipolar impurities on dielectric relaxation, little has been done in this direction for anelastic relaxation.
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References
A.S. Nowick and Berry, “Anelastic Relaxation in Crystalline Solids”, Academic Press, New York (1972).
R.W. Powers and M.V. Doyle, Diffusion of interstitial solutes in the group V transition metals, J. Appl. Phys. 30: 514 (1959).
M. Okamoto, Anelasticity study of mobilty of interstitial oxygen in niobium, Acta metall. 31: 1169 (1983).
M. Weller, J.X. Zhang, G.Y. Li, T.S. Kê and J. Diehl, IF study of on the existence of O pairs in interstitial solid solution of Ta with O, Acta metall. 29: 1055 (1981).
J. Diehl, G. Haneczok, G. Hörz, B. Purniah, K. Schulze and M. Weller, Anelastic relaxation of oxygen in pure niobium and vanadium, J. Physique 48: C8–239 (1987).
S. Dattagupta, R. Balakrishnan and R. Ranganathan, Strain ordering in bcc metals and the associated anelasticity, J. Phys. F 12: 1345 (1982).
S. Dattagupta, Strain ordering in bcc metals and the associated anelasticity: II. Effect of random interstitial arrangement, J. Phys. F 12: 1363 (1982).
W. Kinzel and K.H. Fischer, Dynamics of spin glasses, Sol. State Comm. 23: 687 (1977).
G. Haneczok, private communication.
G. Cannelli, R. Cantelli and F. Cordero, New anelastic relaxation effect in Y-Ba-Cu-O at low temperature: a Snoek-type peak due to O diffusion, Phys. Rev. B 38: 7200 (1988).
D.P. Almond, Q. Wang, J. Freestone, E.F. Lambson, B. Chapman and G.A. Saunders, An ultrasonic study of superconducting and non-superconducting GdBa2Cu3O7_x, J. Phys.: Condens. Matter 1: 6853 (1989).
G. Cannelli, R. Cantelli and F. Cordero, Interpretation of the anomalous anelastic relaxation due to trapped H(D) in substitutional alloys using a statistical model, J. Phys. F 16: 1153 (1986).
G. Cannelli, R. Cantelli and M. Koiwa, Anelastic relaxation due to Ti-H complexes in Nb-Ti alloys, Phil. Mag. A 46: 483 (1982).
B.S. Berry and W.C. Pritchet, Hydrogen-related internal friction peaks in metallic glasses Scripta Metall. 15: 637 (1981).
G. Cannelli, R. Cantelli and F. Cordero, Statistical model for the trapping of interstitials by substitutional (interstitial) atoms in solids, Phys. Rev. B 32: 3573 (1985).
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Cannelli, G., Cantelli, R., Cordero, F. (1990). Anelastic Relaxation Due to Interacting Point Defects. In: Campbell, I.A., Giovannella, C. (eds) Relaxation in Complex Systems and Related Topics. NATO ASI Series, vol 222. Springer, Boston, MA. https://doi.org/10.1007/978-1-4899-2136-9_35
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DOI: https://doi.org/10.1007/978-1-4899-2136-9_35
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