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A Mathematical Programming Approach to Determine Optimal Tieback Development Concepts of Two Offshore Oil Fields in the Barents Sea

机译:一种数学规划方法,可以确定两种海上油田中的最佳阻塞概念

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In this paper, we present a mathematical programming approach to evaluatethe conceptual study of regional integrated development for Alta-Gohtadiscoveries in the Barents Sea. Two alternative scenarios are investigated,the first considers to tieback Alta-Gohta to a field that is 60 km away,Johan Castberg, and the second to tieback the field to Goliat, anotherfield at 100 km further. A sensitivity analysis in terms of CAPEX andOPEX is performed to assess the trade-off between selecting the host tobe Johan Castberg or Goliat. The results indicate that the profitabilityand host selection for a tieback development plan of Alta-Gohta is highlydependent on the start time and the costs of the project.
机译:在本文中,我们提出了一种评估数学编程方法 Alta-Gohta区域综合发展的概念研究 发现在巴伦海。 调查了两种替代方案, 第一次考虑将Alta-Gohta重新覆盖到60公里的领域, Johan Castberg,第二个将现场重叠为Goliat,另一个 进一步达100公里。 资本支出的敏感性分析 执行OPEX以评估选择主机之间的权衡 是约翰斯特比尔贝格或戈尔斯。 结果表明盈利能力 对Alta-Gohta的连接开发计划的主机选择很高 依赖于项目的开始时间和成本。

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