2017
DOI: 10.1016/j.engfracmech.2017.02.008
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Creep deformation and stress relaxation of a martensitic P92 steel at 650 °C

Abstract: This paper develops methods to predict creep stress relaxation in the presence of combined boundary conditions and explores the influence of primary-secondary stress dependent creep properties on predictions for a martensitic P92 steel at temperature of 650 °C. A series of forward creep and elastic follow-up experiments have been conducted. A summary is provided of empirical creep equations for forward creep and creep stress relaxation (elastic follow-up) tests, including the link to the experimental procedure… Show more

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Cited by 21 publications
(19 citation statements)
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“…Other works [2]- [8] have proposed that thermal ageing, under laboratory conditions, is sufficient to induce changes in the microstructure and creep deformation. In practice service components operating at high temperature are subject to a wide range of stress states, especially in the presence of geometrically non-linearities, such as a crack [1], [17] [18]. Certainly, the creep deformation and fracture mechanisms for 9% Cr 1% Mo steels when subjected to low levels of stress, responded differently compared to when exposed to high stresses [16], [17] [18].…”
Section: Symbolsmentioning
confidence: 99%
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“…Other works [2]- [8] have proposed that thermal ageing, under laboratory conditions, is sufficient to induce changes in the microstructure and creep deformation. In practice service components operating at high temperature are subject to a wide range of stress states, especially in the presence of geometrically non-linearities, such as a crack [1], [17] [18]. Certainly, the creep deformation and fracture mechanisms for 9% Cr 1% Mo steels when subjected to low levels of stress, responded differently compared to when exposed to high stresses [16], [17] [18].…”
Section: Symbolsmentioning
confidence: 99%
“…In practice service components operating at high temperature are subject to a wide range of stress states, especially in the presence of geometrically non-linearities, such as a crack [1], [17] [18]. Certainly, the creep deformation and fracture mechanisms for 9% Cr 1% Mo steels when subjected to low levels of stress, responded differently compared to when exposed to high stresses [16], [17] [18]. It is common to consider conventional creep models presuming one mechanism operates across all the stress levels [10], [12], [15], [19]- [22].…”
Section: Symbolsmentioning
confidence: 99%
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