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QUALITATIVE AND SEMI-QUANTITATIVE MODEL FOR ESTIMATING THE PROBABILITY OF FAILURE AT RIVER CROSSINGS

机译:河流河流失效概率的定性和半定量模型

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Pipeline river crossings are typically managed by using a combination of flood monitoring, ground inspections, integrity assessments, and remediations. Using a probabilistic model to assess the likelihood of failure at river crossings would enable combined consideration of all factors that contribute to the failure threat, provide site rankings to support discrete mitigation prioritizations, allow for evaluation of whether a crossing is acceptable in regard to a risk target, and provide a "check" to the deterministic integrity management methods. This paper describes two models for estimating the pipeline probability of failure at river crossings. The first model is a qualitative scoring model that can be easily implemented by operators and consultants. This model employs a weighting-factors approach to consider the multiple variables that contribute to pipeline exposures and overstress given exposure. The results may be applied to threat rank diverse crossings, as well estimate the probability of failure at a crossing relative to that at historical failure sites. The second model is a semi-quantitative model that 1) estimates the likelihood of a crossing exposure occurring, 2) estimates the associated scour length, 3) assesses the pipelines critical span length, and 4) quantifies the probability that a span length longer than the critical span length could form. This model may be applied to achieve the same goals as the qualitative model, and also compare the probability of failure at a river crossing to a reliability target. Due to the complexity of this model and the paper length limits, it is conceptually described within this paper. The results demonstrated that the model output site rankings correlated reasonably with those estimated by pipeline integrity program managers, the scour depth and length prediction results were consistent with measured historical scours, and the pipeline probability of failure at the assessed river crossings were within expected ranges.
机译:管道过河通常采用洪水监测,地面视察,完整性评估和调控措施的组合管理。使用概率模型,以评估在过河失败的可能性会启用有助于故障造成威胁的所有因素的综合考虑,提供的网站排名以支持离散缓解优先排序,允许无论是交叉的评价是可以接受的关于风险目标,并提供一个“检查”,以确定性诚信经营方法。本文介绍了在过河估计失败的概率管道两种型号。第一个模型是一个质的评分模型可以由运营商和顾问可以轻松实现。该模型采用加权因子的方法来考虑,有助于管道暴露和过压给予曝光的多个变量。结果可以被应用到威胁等级不同的交叉点,以及在估计相对于在历史故障部位的交叉故障的概率。第二种模式是一种半定量模型:1)估计的交叉曝光的可能性发生时,2)估计相关联的冲刷长度,3)评估了管道临界跨度长度,和4)量化的概率的跨度长度长于关键的跨度长度可以形成。这种模式可以应用到实现相同的目标,定性模型,并在过河的可靠性目标失败的概率比较。由于该模型的复杂性和纸张长度的限制,它在概念上被本文中描述的。结果表明,该模型输出的网站排名与由管道完整性方案管理估计合理相关,冲刷深度和长度的预测结果与测量的历史腹泻一致,并且在分摊渡口失效的管道概率分别为预期范围内。

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