1968
DOI: 10.1002/pssb.19680260232
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Radiation Hardening of Neutron‐Irradiated Copper Single Crystals. II. Interpretation

Abstract: BY Interpretation W. FRANK, M. RUHLE, and M. SAXLOVA~)It is shown that the vacancy-type Frank dislocation loops on (111) planes observed in neutron-irradiated copper by means of electron microscopy lead to a decrease in the mobility of glide dislocations during plastic deformation which accounts quantitatively for the enhancement of the critical shear stress of copper single crystals caused by neutron irradiation. This follows from the analysis of measurements of the critical shear stress and of electron-micro… Show more

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Cited by 21 publications
(8 citation statements)
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“…Whatever the source, these defects would seem t o offer the most likely source of friction stress. Recently, Frank, Riihle, and Saxlovh [29] have analysed the hardening of neutron-irradiated copper in terms of a "spectrum" of barriers provided by the various sizes and distribution of the irradiation-induced point defect clusters. Such an approach may prove successful in the case of fatigue.…”
Section: Diecicssioiimentioning
confidence: 99%
See 1 more Smart Citation
“…Whatever the source, these defects would seem t o offer the most likely source of friction stress. Recently, Frank, Riihle, and Saxlovh [29] have analysed the hardening of neutron-irradiated copper in terms of a "spectrum" of barriers provided by the various sizes and distribution of the irradiation-induced point defect clusters. Such an approach may prove successful in the case of fatigue.…”
Section: Diecicssioiimentioning
confidence: 99%
“…Yet, it is known t8hat individual vacancies and interstitials produced in quenched copper do not produce any increase in the flow stress. Aging, to convert the point defects to clusters (or to jogs), is required to produce hardening [29]. However, fatigue produces numerous prismatic dislocation loops, which may be the result of collapsed vacancy clusters or of dissociated dipoles.…”
Section: Diecicssioiimentioning
confidence: 99%
“…where the obstacle spacing i i s eliminated so that ac-immediately follows from the measured vL without difficulties and assumptions concerning the spectrum of obstacles, themobile dislocation density, the active slip volume etc. [14,15,23]. Using a measured valueof vL=1.6mm/s( found by Niemann [29] for n-irradiated Cu crystals (dose 2 x 10l8 n/cm2) from a thermal activation analysis of macroscopic measurements (strain rate and temperature cycling).…”
Section: Resultsmentioning
confidence: 99%
“…(A2) has been solved by a Runge-Kutta routine. Independent of the initial distribution, the moving group is found to achieve, in a very short time or after a short distance of movement (of about 100 ms or 30 µ m, respectively, with reasonable parameters [56,75,76] : ∆ G 0 = 1.3 eV, V = 23 · 10 -27 m 3 , τ o = 10 MPa, g = 1.7 · 10 3 MPa/m, µ = 4.64 · 10 10 N/m 2 , b = 2.55 · 10 -10 m, ν D = 7 · 10 12 s -1 ), a quasi-stationary distribution which is quite similar to that in the static case [92,93] with a higher density in its center than towards the ends of the group. This result can also be inferred directly by adding up all ln(ẋ i ) terms of Eqs.…”
Section: Motion Of a Dislocation Group In A Gradient Of External Stressmentioning
confidence: 97%