2004
DOI: 10.1016/j.ijpvp.2004.04.005
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Fracture response of pipelines subjected to large plastic deformation under tension

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Cited by 101 publications
(53 citation statements)
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“…They key effect of internal pressure is that it stabilises the tube and usually pushes bifurcation buckling into the plastic material range. In particular, Jayadevan et al [46] and Østby et al [47] studied the large plastic deformation behaviour of very thick tubes with R/t = 10 under tension and bending respectively in the context of the fracture response of pipelines using the reduced-integration second order ABAQUS C3D20R solid continuum element and an isotropic power-law strain hardening material model. Further, Corona et al [48] applied the fully-integrated second order ABAQUS C3D27 solid continuum element to model thick tubes with R/t ≈ 18 under bending using an elastic-plastic Ramberg-Osgood [49] The present paper is an attempt to provide rigorous numerical evidence to aid in the selection of an appropriate finite element by comparing the predicted nonlinear plastic buckling behaviours of thick and thin tubes under global bending when modelled using several solid continuum finite elements and several shell elements.…”
Section: Finite Element Modelling Of Thick Shells Under Global Bendingmentioning
confidence: 99%
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“…They key effect of internal pressure is that it stabilises the tube and usually pushes bifurcation buckling into the plastic material range. In particular, Jayadevan et al [46] and Østby et al [47] studied the large plastic deformation behaviour of very thick tubes with R/t = 10 under tension and bending respectively in the context of the fracture response of pipelines using the reduced-integration second order ABAQUS C3D20R solid continuum element and an isotropic power-law strain hardening material model. Further, Corona et al [48] applied the fully-integrated second order ABAQUS C3D27 solid continuum element to model thick tubes with R/t ≈ 18 under bending using an elastic-plastic Ramberg-Osgood [49] The present paper is an attempt to provide rigorous numerical evidence to aid in the selection of an appropriate finite element by comparing the predicted nonlinear plastic buckling behaviours of thick and thin tubes under global bending when modelled using several solid continuum finite elements and several shell elements.…”
Section: Finite Element Modelling Of Thick Shells Under Global Bendingmentioning
confidence: 99%
“…The cylinder was assumed to be of medium length with L/R = 7, of sufficient length for the local shell bending effects near the end boundaries to have little influence on the result [22,32,46,47].…”
Section: Finite Element Modelling Of Thick Shells Under Global Bendingmentioning
confidence: 99%
“…The fracture toughness can be experimentally determined by ASTM standard testing method [8] or some numerical approaches, e.g., [9]. For plastic pipes, most research employed elastic-plastic finite element analysis to investigate the fracture response (Crack Tip Opening Displacement) of the cracked pipes [10][11][12]. The elastic-plastic fracture analysis is necessary in modelling crack propagation but can demand more effort on simulation than elastic fracture analysis, including computational time.…”
Section: Introductionmentioning
confidence: 99%
“…Most (metallic) industrial structures on the other hand can be subject to extreme or accidental loading conditions during their life time, inducing plastic deformation. Long-distance (off-shore) pipelines for example are exposed to high internal pressure in combination with bending and tension, resulting in large plastic strains [1,2]. Apart from operationally induced plastic strains, offshore pipelines are already plastically deformed during their installation with a layship, because of reeling strains (before the pipe is released), strains during the release (overbend in S-lay) and strains at the area of laying (sagbend in S-lay) [3].…”
Section: Introductionmentioning
confidence: 99%