1973
DOI: 10.1088/0022-3727/6/9/307
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The use of helically coiled springs in creep experiments with special reference to the case of Bingham flow

Abstract: The use of springs in creep experiments is discussed, and a method is described such that by allowing a spring to creep under its self-weight a greater amount of strain-rate/stress data may be obtained from one test. Low-stress diffusion creep experiments on both spring and tensile specimens have indicated that creep is governed by a Bingham-type equation, and an analysis is presented which describes the effect of Bingham flow upon the creep of springs.

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Cited by 28 publications
(6 citation statements)
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“…Sometimes this operative stress is seen as the difference between the applied stress and the so-called "internal stress", often considered to be representative of the material internal state 29,30 . Many different terms have been used to describe this internal stress concept, such as back stress 29 , friction stress 31,32 , threshold stress 33 and residual stress 34 . By incorporating a certain value of "internal stress", attempts to reconcile differences between the theoretically derived creep stress exponents of the steady state creep rate and the experimental observations have been considered 30 .…”
Section: General Introductionmentioning
confidence: 99%
“…Sometimes this operative stress is seen as the difference between the applied stress and the so-called "internal stress", often considered to be representative of the material internal state 29,30 . Many different terms have been used to describe this internal stress concept, such as back stress 29 , friction stress 31,32 , threshold stress 33 and residual stress 34 . By incorporating a certain value of "internal stress", attempts to reconcile differences between the theoretically derived creep stress exponents of the steady state creep rate and the experimental observations have been considered 30 .…”
Section: General Introductionmentioning
confidence: 99%
“…For comparison with standard uniaxial tensile creep tests we consider the effective strain = /√3 and the effective (von Mises) stress = √3 in the spring [3]. The applied end displacements used here are =6, 8 and 10 mm.…”
Section: Stresses In the Springmentioning
confidence: 99%
“…6) A helicoid spring sample was used in the creep test for the first time by Eakin 7) and this technique was then elaborated by Burton and others. [8][9][10][11][12] Intensive works on lowstrain rate creep using helicoid spring specimens have been done by Fiala and Č adek. 13,14) More recently, lots of studies on the low-strain rate creep behavior of various materials (heat-resistant steel, Ni-15%Cr solid solution alloy, pure aluminum, etc.)…”
Section: Introductionmentioning
confidence: 99%