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首页> 外文期刊>International Journal of Applied Mathematics & Statistics >A Unique Stochastic Model of Markov and Poisson Process for Predicting Pitting Corrosion and Scale Growth in Oil/Gas Production Pipeline
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A Unique Stochastic Model of Markov and Poisson Process for Predicting Pitting Corrosion and Scale Growth in Oil/Gas Production Pipeline

机译:马尔可夫和泊松过程的独特随机模型,用于预测油气生产管道的点蚀和水垢增长

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摘要

Pitting corrosion and scale deposition are common problems found during the production phase of oil/gas reservoir. The existence of scale or corrosion in production pipeline can lead to production decrease and safety problem. In order to set an effective and efficient preventive action, an accurate prediction model is needed to describe how severe the scale and the corrosion are. This paper provides a method for predicting both pitting corrosion and scale growth in oil/gas pipeline using the combination of Poisson and Markov process. Experimental data using iron plate in white water system were used to confirm and simulate the proposed model to predict pitting corrosion. A field data of waxy oil pipe in unburied and bare system was used to verify the suitability of proposed model for evaluating the scale growth. The results of the model for pitting corrosion and scale growth are then compared with Gumbel Distribution Model results. Both pitting corrosion and scale growth was simulated using different partitions scenario. The best scenario, based on the minimum error, for pitting corrosion is 20 partitions and 50 partitions for scale growth. Moreover, it is said that pitting corrosion and scale growth can be approached using the same stochastic model. Failure time for each case is also predicted using the model.
机译:点蚀和水垢沉积是在油气储层生产阶段发现的常见问题。生产管道中存在水垢或腐蚀会导致产量下降和安全问题。为了设置有效的预防措施,需要一个精确的预测模型来描述水垢和腐蚀的严重程度。本文提供了一种结合泊松和马尔可夫过程预测油气管道中点蚀和结垢增长的方法。使用白水系统中的铁板实验数据来确认和模拟所提出的模型以预测点蚀。利用蜡质油管在裸埋和裸露系统中的现场数据,验证了所提模型对规模增长的适用性。然后将点蚀和垢生长模型的结果与Gumbel分布模型结果进行比较。使用不同的分区方案模拟了点蚀和氧化皮生长。基于最小误差,点蚀的最佳方案是20个分区和50个用于水垢生长的分区。而且,据说可以使用相同的随机模型来处理点蚀和水垢生长。使用该模型还可以预测每种情况下的故障时间。

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