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Volumen II - SAM

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Hvf, and migration energy, Hvm, and that into the dislocations line the diffusion process is of the pipe<br />

diffusion type, the activation energy, Hd, is related to Hsd through: Hd = a Hsd, where a takes values<br />

between 0.6 and 0.8, depending on the type of dislocation core [3]. In Molybdenum the reported values for<br />

Hvm and Hvf are among 1.35 eV ≤ Hvm ≤ 1.60 eV and 3.0 eV ≤ Hvf ≤ 3.2 eV [2, 6], respectively;<br />

leading thereof to Hd between 2.61 eV and 2.88 eV taking a=0.6, due to the complex structure of the<br />

nucleus of dislocations in bcc metals [2]. This value is in reasonable agreement with the activation energy<br />

measured for the HTP relaxation. Consequently, the HTP can be related to the formation and diffusion of<br />

vacancies assisted by dislocation movement. In this case vacancies can be produced and diffuse at the core<br />

by the moving dislocations or by the movement of jogs. The movements of dislocation at these high<br />

temperatures are the ones which generate vacancy type defects producing the mechanical energy losses that<br />

can be detected in MS.<br />

4. CONCLUSIONS<br />

The physical mechanism controlling the dislocation dynamics in single crystalline deformed and irradiated<br />

molybdenum has been determined in the temperature range 300K - 1273K. The mobility of dislocations after<br />

plastic deformation and/or irradiation is controlled by the agglomerates of defects which reduce their<br />

mobility. The starting of the mobility of vacancies out of thermodynamic equilibrium at temperatures within<br />

the stage <strong>II</strong>I of recovery was found. At around 550 K, the agglomerates of vacancies achieve the largest size.<br />

After annealing at temperatures higher than 973K, both the defects agglomerates dissolve and the<br />

concentration of vacancies out of thermodynamic equilibrium decreases markedly and then the dislocations<br />

start their movement. At temperatures around 800K, which correspond those of the LTP, the dislocations<br />

move by the dragging of jogs assisted by vacancy diffusion. At higher temperatures at about 1000K, which<br />

correspond to temperatures where the HTP appears, the movement of dislocations is controlled by the<br />

formation and diffusion of vacancies assisted by the dislocation movement.<br />

ACKNOWLEDGEMENTS<br />

We acknowledge to Profs. J. N. Lomer, J. H. Evans and J. F. Ziegler for the interest on this work and for<br />

stimulating discussions, Prof. J. N. Lomer is also acknowledge for the single crystal samples. The ILL, D11<br />

Instrument, is acknowledge for the allocated neutron beamtime (Exp. Num.: 1-01-38)Thanks also to B. A.<br />

Pentke and G. M. Zbihlei for the assistance during the TEM observations. This work was partially supported<br />

by the Collaboration Agreement UPV-EHU / UNR Res. CS.788/88 - 1792/2003, UPV224.310-14553/02 and<br />

Res. 3469/2007, the CONICET-PIP No. 5665 and 2098 and the PID-UNR ING 115 y 227.<br />

REFERENCES<br />

1. Y. Guérin, G. S. Was, S. J. Zinkle, (Eds.), “Materials Challenges for advanced nuclear energy<br />

systems”, MRS Bulletin, Vol. 34, (2009), p. 10 – 53.<br />

2. G. I. Zelada-Lambri, O. A. Lambri, P. B. Bozzano, J. A. García, and C. A. Celauro, “Interaction<br />

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the melting temperature”, Journal of Nuclear Materials, Vol. 380 (2008), p. 111 – 119.<br />

3. B. V. Cockeram, J. L. Hollembeck and L. L. Snead, “The change in tensile properties of wrought<br />

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6. G. I. Zelada-Lambri, O. A. Lambri and J. A. García, “Mechanical energy losses due to the movement<br />

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7. O. A. Lambri, G. I Zelada-Lambri, L. M. Salvatierra, J. A. García and J. N. Lomer, “Anelastic<br />

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