2003
DOI: 10.1016/s0924-0136(03)00620-4
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Effect of competing hardening and softening mechanisms on the flow stress curve modeling of ultra-low carbon steel at high temperatures

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Cited by 42 publications
(9 citation statements)
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“…During large strains of hot deformation under given temperatures and strain-rates, strain-rate sensitivity becomes more obvious with flow stress decreased, as illustrated by Eq. (15). The torsion experiment of Ni alloy by Les et al [7] could also confirm this result.…”
Section: Strain-rate Sensitivity Behaviormentioning
confidence: 65%
See 1 more Smart Citation
“…During large strains of hot deformation under given temperatures and strain-rates, strain-rate sensitivity becomes more obvious with flow stress decreased, as illustrated by Eq. (15). The torsion experiment of Ni alloy by Les et al [7] could also confirm this result.…”
Section: Strain-rate Sensitivity Behaviormentioning
confidence: 65%
“…By considering a homogeneous dislocation distribution, Kocks-Mecking [13] model has been widely employed to characterize its density variation as: where k denotes the dislocation multiplication coefficient, related to lattice constant and mechanical properties, $G/200 [14]. X represents dislocation annihilation coefficient, significantly depending on deformation parameters under thermal activation [15]. The annihilation coefficient X could be estimated by [16,17]:…”
Section: Work-hardening Effectmentioning
confidence: 99%
“…Ω represents dislocation annihilation coefficient, significantly depending on deformation parameters under thermal activation [14]. The annihilation coefficient Ω is estimated by [15,16] GMb k 0.89 / 4…”
Section: Work-hardening Effect During Moderate-speed Hot Compressionmentioning
confidence: 99%
“…Um método eficiente com custo relativamente reduzido é a utilização do ensaio de torção a quente, que consiste em uma técnica experimental capaz de reproduzir as condições de trabalho de conformação. Isso permite investigar os mecanismos que estão operando, através de curvas de escoamento plástico e do acompanhamento da evolução microestrutural [Jorge et al, 1993;Regone, 2001;Jorge et al, 2003]. Com a leitura do torque e do ângulo, é possível calcular a tensão e a deformação equivalentes.…”
Section: Introductionunclassified