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Application of Fuzzy Logic for Improvement of Perforation Gain Predictability in Multi-Layered Giant Mature Gas Field

机译:模糊逻辑在多层巨型成熟煤气场中穿孔增益可预测性的应用

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A giant gas field that covers 75 km in length and 15 km in width has been producing since 1990 from approximately 1,200 wells which are located in 34 platforms. Deposited within a deltaic environment with enormous multi-layer sand-shale series, the wells undergo commingled production with an average of more than 30 reservoirs per well. With a total of approximately 700 perforation jobs included in more than 4000 well intervention jobs per year, the field is considered as the most complex field in the PSC Block in terms of operations. Prioritization of these perforation jobs are based on the perforation gain of each job. Therefore, properly estimating the perforation gain is crucial in order to efficiently and effectively manage and prioritize well intervention jobs. Hypothetic approaches, for instance productivity index driven from Darcy's equation, may not be straight-forward due to incomplete and imprecise data measurement. Overwhelming operations workload in the field limits the number of data acquisition jobs performed. Consequently, required data to estimate perforation gain such as skin, pressure and drainage radius becomes limited. An alternative approach using artificial intelligence called fuzzy logic was introduced. Being a soft-computing pattern recognition method that allows imprecise input to yield output, fuzzy logic fits well with the nature of high uncertainty in geosciences data. The one-year study is conducted on reservoir basis using well monitoring results to split well level gas rate into individual reservoir gas rate. In order to ensure that proper data are incorporated in the model training, processes of data filtering must be undertaken. Therefore, implementing fuzzy logic to estimate perforation gain includes 3 main steps: (1) Preparing and Filtering Training Data Set; (2) Building the Fuzzy Model; and (3) Performing Blind Test. After series of trial and error process, the model has reached its minimum error without compromising sense of engineering and generality. The fuzzy model results in 960 fuzzy rules and 5 input parameters: netpay, porosity, drawdown, mobility and water risk. Afterwards, the blind test shows that the resulting output from fuzzy logic correlates well with the realized gas rate both on reservoir level and well level, with maximum R-squared value of 0.7. The study is limited within the scope of current best practice for unperforated reservoirs and further study would be required to estimate the perforation gain from unconventional perforation methods and re-perforations. This method of estimating perforation gain using fuzzy logic has been implemented on daily basis with the aim to improve the efficiency and effectiveness of managing and prioritizing well intervention jobs in such a complex environment.
机译:自1990年以来,覆盖长度为75公里的巨大气田,宽度为15公里,从1990年从位于34个平台中的大约1,200孔。在具有巨大的多层砂岩系列的红细环境中沉积在一个红细胞环境中,井中的井间化工平均每孔平均超过30个水库。每年共有大约700个穿孔就业机会,该领域在运营方面被视为PSC块中最复杂的字段。这些穿孔工作的优先级占据了每项工作的穿孔增益。因此,适当地估计穿孔增益是至关重要的,以便有效地有效地管理和优先考虑井干预工作。假设方法,例如从达西方程驱动的生产率指数,由于不完整和不精确的数据测量,可能不会直截了当。压倒性的操作在场中的工作负载限制了所执行的数据采集作业的数量。因此,需要数据以估计皮肤,压力和排水半径的穿孔增益变为有限。介绍了使用人工智能称为模糊逻辑的替代方法。作为一种软计算模式识别方法,允许不精确的输入来产生输出,模糊逻辑与地球镜数据中高不确定性的性质很好。通过良好监测结果将储层基础进行一年的研究,将井水平储气率分成单独的储层气体速率。为了确保在模型培训中包含适当的数据,必须进行数据过滤过程。因此,实现模糊逻辑以估计穿孔增益包括3个主要步骤:(1)准备和过滤训练数据集; (2)建立模糊模型; (3)进行盲考试。经过一系列的试验和错误过程后,该模型已达到其最低错误,而不会影响工程和一般性。模糊模型导致960模糊规则和5个输入参数:NetPay,孔隙度,降低,移动性和水风险。之后,盲试验表明,从模糊逻辑的所得输出均匀地与储层水平和井水平的实现气费很好地相关,最大R线值为0.7。该研究范围内的目前的最佳实践范围内有限,因此需要进一步研究来估计来自非传统穿孔方法和再穿孔的穿孔增益。使用模糊逻辑估算穿孔增益的方法已经在日常实施,旨在提高管理和优先考虑在这种复杂环境中的井干预工作的效率和有效性。

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