考虑页岩非均质性的蒸汽交替溶剂工艺操作参数设计

Zhiwei Ma, L. Coimbra, J. Leung
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引用次数: 4

摘要

蒸汽交替溶剂(SAS)工艺包括将蒸汽和溶剂(如丙烷)注入水平井对进行多次循环,以开采稠油。这些基于溶剂的方法需要更小的环境足迹,减少了水的使用和温室气体的排放。然而,缺乏对储层非均质性(如页岩屏障)影响的了解,仍然是油田规模预测的重大风险。此外,由于不确定的异质性分布和多个相互冲突的目标的优化,使过程的合理设计具有挑战性。本研究开发了一种新的混合多目标优化(MOO)工作流程,用于搜索非均质油藏SAS过程的一组pareto最优操作参数。利用具有代表性的冷湖水库数据,构造了一组合成均匀二维图。接下来,建立多个非均质模型(实现),以纳入复杂的页岩非均质性。对所得的SAS异质模型集进行了流动模拟。详细的敏感性分析考察了页岩屏障对SAS产量的影响。它用于制定一组操作/决策参数(即溶剂浓度和溶剂注入周期持续时间)和目标函数(累积蒸汽/油比和丙烷保留率)。应用非支配排序遗传算法II (NSGA-II)搜索最优决策参数。汇总目标函数的不同公式,包括平均值、最小值和最大值,用于捕获油藏模型多种实现中目标的可变性。最后,在混合工作流中加入多个代理模型来评估定义的目标函数,以减少计算成本。优化工作流程的结果表明,溶剂浓度和溶剂注入时间对早期循环有显著影响。建议在SAS早期和晚期注射更长时间的溶剂。还注意到,目标函数值较高的情况下,观察到的异质性更大。这项工作通过促进更强大的油田规模决策,为淘汰溶剂型稠油开采技术提供了巨大的潜力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design of Steam Alternating Solvent Process Operational Parameters Considering Shale Heterogeneity
The steam alternating solvent (SAS) process involves multiple cycles of steam and solvent (e.g., propane) injected into a horizontal well pair to produce heavy oil. These solvent-based methods entail a smaller environmental footprint with reduced water usage and greenhouse gas emissions. However, the lack of understanding regarding the influences of reservoir heterogeneities, such as shale barriers, remains a significant risk for field-scale predictions. Additionally, the proper design of the process is challenging because of the uncertain heterogeneity distribution and optimization of multiple conflicting objectives. This work develops a novel hybrid multiobjective optimization (MOO) workflow to search a set of Pareto-optimal operational parameters for the SAS process in heterogeneous reservoirs. A set of synthetic homogeneous 2D is constructed using data representative of the Cold Lake reservoir. Next, multiple heterogeneous models (realizations) are built to incorporate complex shale heterogeneities. The resultant set of SAS heterogeneous models is subjected to flow simulation. A detailed sensitivity analysis examines the impacts of shale barriers on SAS production. It is used to formulate a set of operational/decision parameters (i.e., solvent concentration and duration of solvent injection cycles) and the objective functions (cumulative steam/oil ratio and propane retention). The nondominated sorting genetic algorithm II (NSGA-II) is applied to search for the optimal decision parameters. Different formulations of an aggregated objective function, including average, minimum, and maximum, are used to capture the variability in objectives among the multiple realizations of the reservoir model. Finally, several proxy models are included in the hybrid workflow to evaluate the defined objective functions to reduce the computational cost. Results of the optimization workflow reveal that both the solvent concentration and duration of the solvent injection in the early cycles have significant impacts. It is recommended to inject solvent for longer periods during both the early and late SAS stages. It is also noted that cases with higher objective function values are observed with more heterogeneities. This work offers promising potential to derisk solvent-based technologies for heavy oil recovery by facilitating more robust field-scale decision-making.
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