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Nonlinear finite element analysis of collapse and post-collapse behaviour in dented submarine pipelines

机译:凹陷海底管道中倒塌和倒塌行为的非线性有限元分析

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The venture of oil and gas exploration into deeper waters has increased drastically in these recent years, as the shallow water fields approaching exhaustion. Large diameter pipelines installed in these areas are exposed to the severe pressure loading resulting from the water depth and any pre-installation damages sustained during transportation or pipelay and may reduce the collapse and buckle propagation resistance drastically. This work focuses on the utilisation and application of the finite element method as a robust and practical engineering tool to establish a methodology for analysing the effects of initial imperfections in the form of dents of various shapes and sizes on pipelines, sustained prior to pipelay, to determine the collapse pressure and buckle propagation pressure which can result in costly abandonments and unnecessary replacements. Comparison between the available theoretical closed-form simplified solutions available via 2D ring analogy, the experimental test conducted by various researchers on steel tubes, empirical formulations from past works and the analysis results obtained from this research were conducted, by incorporating the material plasticity, residual stresses and external pressure. The methodology employed herein provides a relatively realistic and practical assessment tool for computing the collapse and buckle propagation pressures of dented large-diameter submarine pipelines.
机译:近年来,随着浅水田逐渐枯竭,对深水进行油气勘探的风险急剧增加。安装在这些区域中的大直径管道承受着因水深和运输或铺管过程中遭受的任何安装前损坏而造成的严重压力负荷,并且可能会大大降低塌陷和屈曲传播阻力。这项工作的重点是有限元方法作为一种强大而实用的工程工具的利用和应用,以建立一种分析各种形式和尺寸的凹痕形式的初始缺陷对管道的影响的方法,并在管道铺设之前持续到确定塌陷压力和弯曲变形传播压力,这可能导致昂贵的遗弃和不必要的更换。通过结合材料的可塑性,残余物,对通过2D环类比获得的可用理论闭合形式简化解决方案,钢管研究人员进行的实验测试,以往工作的经验公式以及该研究获得的分析结果进行了比较。压力和外部压力。本文采用的方法提供了一种相对现实和实用的评估工具,用于计算凹陷的大直径海底管道的塌陷和弯曲变形传播压力。

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