2006
DOI: 10.1080/14786430500367347
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Dynamic dislocation–defect analysis

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Cited by 37 publications
(33 citation statements)
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“…Strain rate sensitivity using thermal cycling between 78-162 K shows that [001] which includes both primary-critical and the primary-conjugate combinations show lower strain rate sensitivity than [111] which encompass only the primary-conjugate pairs. On the other hand for the 78-273 K cycling, the response are identical showing that the primary-critical obstacle formation, that is jogdragging, has ceased due to formation of Stroh-Hirth locks [9] as indicated above.…”
Section: Multiple Slip Effects In Copper Single Crystals Under Homogementioning
confidence: 53%
See 1 more Smart Citation
“…Strain rate sensitivity using thermal cycling between 78-162 K shows that [001] which includes both primary-critical and the primary-conjugate combinations show lower strain rate sensitivity than [111] which encompass only the primary-conjugate pairs. On the other hand for the 78-273 K cycling, the response are identical showing that the primary-critical obstacle formation, that is jogdragging, has ceased due to formation of Stroh-Hirth locks [9] as indicated above.…”
Section: Multiple Slip Effects In Copper Single Crystals Under Homogementioning
confidence: 53%
“…These serrations coincided with the appearance of slip lines [9] on the (110) surface wherein three traces are observed with the third and fourth being coincidental. This instability was attributed to strain ageing due to atmosphere formation by vacancies.…”
Section: Multiple Slip Effects In Aluminum Single Crystalsmentioning
confidence: 94%
“…The described CRA became possible upon discovering a way to calibrate the mean slip distance k: 10,16 k ¼ u b l 2 @c=2s @s T;_ c j ð1Þ whereby the flow shear stress s is determined from (r À r 0 final )/M; the shear strain, c = Me in which M is the Taylor factor; l, the shear modulus; b, the Burgers vector; and u, the calibration factor is derived from h cal = ¶s/ ¶c at 0.2% e given as 1/u = (l/h cal )/2a. The derived yield stress r 0 final is determined by backextrapolation.…”
Section: Constitutive Relation Analysis (Cra)mentioning
confidence: 99%
“…One of us has been pursuing this type of representation and has shown that a differential form of the modified Hollomon relation [10] is found at strains beyond 4% for polycrystalline Al [11]. Recently it was realized that a quantitative relation of k and (sos/oc) À1 is possible as suggested by theoretical analysis using the initial slope for [1 0 0] single-crystal tensile tests [12]. This quantitative determination of k from the dynamic r-e curve implies that a correlation between c and k can be obtained by plotting log k vs. log s. The described development will show that the k-proportionality constant for polycrystalline material can be directly determined from the r-e curve according to the methodology described.…”
Section: Introductionmentioning
confidence: 98%
“…and its value has been evaluated from Stage II h II type determination of [1 0 0] single crystals [12]. Thus, in principle, k is determinable as a function of s or c. Based on this premise, the computation of new lengths that is created to produce an incremental strain of Dc is possible as shown below.…”
Section: Derivation Of Constitutive Relations Based On Concepts Intromentioning
confidence: 99%