All Days 2014
DOI: 10.4043/24946-ms
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Riser and Pipeline Corrosion Risk Assessment

Abstract: When new tie-ins are made to existing infrastructure, corroded pipelines and risers may be subject to higher operating pressures than in their recent past. In order to help make informed decisions on whether such corroded components can be safely used at increased pressures, it is necessary to have a means of estimating their failure probability on introduction of the proposed higher operating pressure. A methodology has been developed to predict the probability of failure of a corroded pipeline or riser in th… Show more

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Cited by 4 publications
(1 citation statement)
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“…e most commonly used numerical simulation methods are a second-order moment method and MCS method. Teixeira et al [5] used the firstorder reliability method (FORM) and MCS simulation method to analyze the failure probability of the pipeline affected by internal pressure corrosion; Carr [6] points out that the failure probability obtained by MCS is more accurate and applicable than that obtained by FOSM because MCS is independent of the dimension of random variables and the complexity of limit state function; Li et al [7] use MCS to evaluate the probability of pipeline instability. Although the first-order reliability method is simple to calculate, the error of the structural function with high nonlinearity increases sharply [8].…”
Section: Introductionmentioning
confidence: 99%
“…e most commonly used numerical simulation methods are a second-order moment method and MCS method. Teixeira et al [5] used the firstorder reliability method (FORM) and MCS simulation method to analyze the failure probability of the pipeline affected by internal pressure corrosion; Carr [6] points out that the failure probability obtained by MCS is more accurate and applicable than that obtained by FOSM because MCS is independent of the dimension of random variables and the complexity of limit state function; Li et al [7] use MCS to evaluate the probability of pipeline instability. Although the first-order reliability method is simple to calculate, the error of the structural function with high nonlinearity increases sharply [8].…”
Section: Introductionmentioning
confidence: 99%