在同时作业、天气延误和资源限制的情况下,加快海上石油项目进度,同时最大化净现值

IF 1.4 4区 工程技术 Q2 ENGINEERING, PETROLEUM
Mohammed K. Almedallah, Stuart R. Clark, S. Walsh
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引用次数: 0

摘要

成本和进度超支是海上石油项目普遍存在的问题。这在一定程度上可以归因于天气延迟、资源限制和日程安排风险。由于钻井和平台安装等大量相互依存的活动,通常涉及油田开发的建设期,这一问题进一步加剧。因此,迫切需要找到稳健的项目规划和调度模型,以考虑海上石油项目中这些相互作用的组成部分和相关风险。本研究考虑了三种优化海上石油项目进度的技术,同时考虑了大量油田活动和潜在延迟因素的影响;它们是混合整数线性规划(MILP)、单目标遗传算法(SOGA)和非显性排序遗传算法(NSGA-II)。该研究使用一个将现场规划与调度相结合的模型来比较每一个的性能,同时考虑天气延迟、资源限制和同时作战(SIMOPS;即一次进行多个活动的能力)。前两种技术(MILP和SOGA)基于单一目标优化油田进度,即最大化净现值或最小化项目时间。然而,最大的NPV时间表可能会导致更长的项目时间,而最短的项目时间可能会导致更低的NPV。因此,使用NSGA-II的第三种方法找到了平衡这些竞争目标的Pareto最优调度。提供了四个案例研究,将MILP和SOGA方法与建议的多目标NSGA-II进行比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Schedule Optimization To Accelerate Offshore Oil Projects While Maximizing Net Present Value in the Presence of Simultaneous Operations, Weather Delays, and Resource Limitations
Cost and schedule overruns are endemic problems for offshore oil projects. This can be partly attributed to weather delays, resource limitations, and scheduling risks. The problem is further compounded because of the large number of interdependent activities, such as drilling and platform installation, typically involved in the buildup period of oilfield development. As a result, there is a pressing need to find robust project planning and scheduling models that consider these interacting components and associated risks in offshore oil projects. This study considers three techniques to optimize offshore oil project schedules while accounting for the impact of numerous field activities and potential delay factors; these are mixed-integer linear programming (MILP), single-objective genetic algorithms (SOGAs), and nondominated sorting genetic algorithms (NSGA-II). The study compares the performance of each using a model that integrates field planning with scheduling while accounting for weather delays, resource limitations, and simultaneous operations (SIMOPS; i.e., the ability to conduct more than one activity at once). The first two techniques (MILP and SOGA) optimize the oilfield schedule based on a single objective, which is to maximize net present value (NPV) or minimize project time. However, the maximum NPV schedule may result in a longer project time, whereas the shortest project time may result in a lower NPV. Therefore, the third method using NSGA-II finds Pareto-optimal schedules that balance these competing objectives. Four case studies are provided to compare the MILP and SOGA approaches with the suggested multiobjective NSGA-II.
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来源期刊
Spe Production & Operations
Spe Production & Operations 工程技术-工程:石油
CiteScore
3.70
自引率
8.30%
发文量
54
审稿时长
3 months
期刊介绍: SPE Production & Operations includes papers on production operations, artificial lift, downhole equipment, formation damage control, multiphase flow, workovers, stimulation, facility design and operations, water treatment, project management, construction methods and equipment, and related PFC systems and emerging technologies.
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