1997
DOI: 10.1016/s0020-7403(96)00087-2
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Numerical studies on crack growth in a steel tubular T-joint

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Cited by 8 publications
(4 citation statements)
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“…Olowokere and Nwosu [11] demonstrated that the crack propagation life estimated using the Paris law with numerically computed stress-intensity factors (SIFs) using spring elements agreed well with the experimental results obtained from cracked tubular T-joints subjected to axial loads and brace in-plane bending. Wallbrink et al [12] extended the prediction on the fatigue and crack shape evolution based on Paris law to complex tubular joints after confirming their approach on flat plate specimens.…”
Section: Introductionsupporting
confidence: 63%
“…Olowokere and Nwosu [11] demonstrated that the crack propagation life estimated using the Paris law with numerically computed stress-intensity factors (SIFs) using spring elements agreed well with the experimental results obtained from cracked tubular T-joints subjected to axial loads and brace in-plane bending. Wallbrink et al [12] extended the prediction on the fatigue and crack shape evolution based on Paris law to complex tubular joints after confirming their approach on flat plate specimens.…”
Section: Introductionsupporting
confidence: 63%
“…The last three decades observed substantial development in fatigue assessment for welded tubular connections widely adopted in offshore structures, 2–11 which experience significant cyclic actions caused by winds, waves, and currents. These investigations focus on typically thin‐walled tubular joints for fixed‐type jacket platforms, with the chord outer radius over the chord wall thickness ratio γ= d 0 /2 t 0 ≥ 15.…”
Section: Introductionmentioning
confidence: 99%
“…Accurate estimations on the mixed-mode stress-intensity factors (SIFs) along the front of these initial cracks enable reliable predictions on the remaining fatigue life of these V-joints. The last three decades observed substantial development in fatigue assessment for welded tubular connections widely adopted in offshore structures, [2][3][4][5][6][7][8][9][10][11] which experience significant cyclic actions caused by winds, waves, and currents. These investigations focus on typically thin-walled tubular joints for fixed-type jacket platforms, with the chord outer radius over the chord wall thickness ratio γ = d 0 /2t 0 ≥ 15.…”
Section: Introductionmentioning
confidence: 99%
“…Isto leva a plástico ou a previsão da vida útil da estrutura. uma perda parcial da capacidade resistente da Uma alternativa para este tipo de problema e a estrutura, sem no entanto, levá-la a um colapso utilização do modelo de linha de molas (MLM), que instantâneo, pois a parte remanescente da seção foi proposto por Rice & Levy (1972 Desvaux, 1985;Souza & Ebecken, 1987; seu desenvoivimento (Rice, 1973;Delale & Erdogan, Souza, 1993;Olowokere, 1997;Skallured, 1999).…”
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