1972
DOI: 10.1002/pssb.2220540108
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The Influence of Quantum Effects on the Low‐Temperature Creep of Zinc Crystals

Abstract: The creep of single crystals of Zn deformed by simple shear along the basis plane (0001) has been investigated in the temperature range 1.5 to 80 OK. It is shown that the influence of temperature on the creep in the investigated temperature range is weaker than that predicted by t h e classical theory of thermally activated creep. A peculiar temperature run of parameters describing the creep process has been discovered and proved anomalous as compared with the classical run. A mechanism for the influence of … Show more

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Cited by 78 publications
(2 citation statements)
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“…The same logarithmic form of ε(t) curves was established for pure n-H 2 also 16 . It is typical for the slip of dislocations, overcoming existing obstacles in the crystal with the help of thermal 17 or with the participation of quantum fluctuations 18 . As judged by Q value the possible deformation mechanism of irradiated n-H 2 is provided by the dislocations, which overcome the connected with ortho -subsystem barriers 13,20 .…”
Section: Resultsmentioning
confidence: 99%
“…The same logarithmic form of ε(t) curves was established for pure n-H 2 also 16 . It is typical for the slip of dislocations, overcoming existing obstacles in the crystal with the help of thermal 17 or with the participation of quantum fluctuations 18 . As judged by Q value the possible deformation mechanism of irradiated n-H 2 is provided by the dislocations, which overcome the connected with ortho -subsystem barriers 13,20 .…”
Section: Resultsmentioning
confidence: 99%
“…The theory of thermally activated processes is based on the classical theory of absolute reaction rates [78], and the limitations of this concept have been frequently discussed for the case of atomic migration in solids [79 to 821. I n the case of dislocation motion past localized obstacles, classical thermodynamics is probably valid down t o the lowest experimental temperatures, as zero-point vibrations do not interfere because of the "macroscopic" length of a dislocation segment [76, 831 (see, however, Natsik et al [84] for a different point of view. )…”
Section: Thermal Activation and Dragmentioning
confidence: 99%