排水策略优化——在不确定条件下做出更好的决策

J. Sætrom, K. Wojnar, M. Stunell
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引用次数: 0

摘要

提高储层知识是从现有油气资产中提取额外价值的关键。然而,考虑到地下的不确定性,我们目前的开发战略是否是最稳健的选择,或者是否有其他选择可以进一步增加我们的油田价值,这总是一个问题。本文提出了一种新颖的解决方案,使资产团队能够以一种新的方式回答这些问题。此外,该解决方案可以帮助团队快速识别和筛选新的机会,最终增加对地下的了解和油田的价值。该方法结合了基于拟牛顿梯度的数值优化方案和随机单纯形近似梯度(StoSAG)算法。由于该算法对流体流动模拟器是非侵入性的,我们可以直接将该解应用于任何流动优化问题,而无需访问模拟器源代码。该解决方案使用微服务架构实现,该架构允许在基于云的系统或内部系统上进行有效的扩展和部署。通过优化注水和产油速度,在一个包含11个采油口和7个注水井的油田中验证了该解决方案。考虑到目前对储层的理解和相关的不确定性,机器学习算法使我们能够快速探索不同的排水策略。具体来说,软件解决方案表明,18个预定义井靶中有6个是高风险和/或没有价值的。在第二种开发方案中,我们不钻这6口井,将该油田的投资成本降低了163亿美元/天,并将该油田每口井的预期净现值提高了48%。与被动控制排水策略方法相比,我们将油田的预期净现值提高了9.0%,同时降低了相关风险。
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Drainage Strategy Optimization - Making Better Decisions Under Uncertainty
Improved reservoir knowledge is key to extracting additional value from existing oil and gas assets. However, given the uncertainty in the subsurface, it is always a question if our current development strategy is the most robust choice, or if there are alternatives that can further increase the value of our field. This paper presents a novel solution that enables the asset team to answer these questions in a new way. Furthermore, the solution helps teams quickly identify and screen new opportunities that ultimately increase both subsurface understanding and the value of the field. The solution combines a quasi- Newton gradient based numerical optimization scheme with a stochastic simplex approximate gradient (StoSAG) algorithm. Because the algorithm is non-intrusive with respect to the fluid flow simulator, we can directly apply the solution on any flow optimization problem without the need to access the simulator source code. The solution is implemented using a microservice architecture that allows for efficient scaling and deployment either on cloud-based or internal systems. We demonstrate the proposed solution on a field containing 11 oil producers and 7 water injectors by optimizing the water injection and oil production rates. The machine learning algorithm allows us to quickly explore different drainage strategies, given the current understanding and associated uncertainties of the reservoir. Specifically, the software solution suggests that 6 of the 18 pre-defined well targets are high risk and/or of little value. Running a second development scenario where we do not drill these six wells reduces the investment cost of this field by 163 MUSD and increases the expected net present value per well of the field by 48 percent. Compared with the reactive control drainage strategy approach, we increase the expected net present value of the field by 9.0 %, while simultaneously lowering the associated risk.
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