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Integrating Machine Learning in Identifying Sweet Spots in Unconventional Formations

机译:整合机器学习在识别非传统地层中的甜点

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Productive zones or "sweet spots" in unconventional reservoirs depend on their geomechanical and petro- physical rock properties. Machine learning algorithms can significantly improve workflows used for evaluating sweet-spots in such complex reservoirs. The objectives of this paper are to: (i) quantity the effects of rock mechanical properties on fracturing treatments using data analytics and (ii) use regression-based machine learning algorithms and improve sweet-spot assessment in complex mudrock reservoirs. We used a hydraulic fracturing simulator that couples fluid-flow with fracture deformation in discrete fracture networks to model field-scale hydraulic fracturing treatments. First, we selected several geomechanical properties related to rock fracability. We obtained wide variation in aforementioned properties using a quasi-random design approach. Then, we performed 200 slick-water fracturing simulations with quasi-random distribution of design parameters using the hydraulic fracturing simulator. We quantified the performance of fracture treatments by calculating the effective short- and long-term Stimulated Reservoir Volume of the reservoir (SRV). We finally analyzed the results of numerical simulations by applying regression analysis to improve the assessment of sweet-spots in complex reservoirs. The regression analysis involved the following simulation variables: shear modulus, poisson's ratio, fracture friction coefficient, principal horizontal stress anisotropy, fracture toughness, fracture closure stress, shear dilation angle, and initial fracture aperture. The SRV results were analyzed using: linear regression, linear regression with beta coefficients, ridge and lasso regression, and principal component regression algorithms. The regression analysis revealed that linear models can explain 73.1% and 59.2% variance in short- and long-term SRV values, respectively. The ridge and lasso regression and beta linear regression analysis revealed that stress anisotropy, fracture dilation angle, and fracture friction coefficient show the highest effect on the aforementioned SRV values. In all the regression models, shear modulus and critical fracture toughness did not have a significant effect on SRV but these parameters are important as they are correlated to other parameters that directly impact fluid flow. The results of using data analytic approaches demonstrated that factors related to unpropped fracture conductivity play a critical role in success of hydraulic fracturing treatments. We have also introduced and compared the performances of different machine learning algorithms that might be used to assess the impact of geomechanical properties on fracturing treatments. Such supervised and unsupervised machine learning algorithms can help in integrating legacy field data in the analysis of productive zones in complex reservoirs. Such analysis can also be used to develop data-based models that might improve the study of sweet-spot and fracturing treatment performance assessment in complex reservoirs.
机译:生产区或“甜点”在非传统水库中取决于他们的地质力学和石油物理岩石特性。机器学习算法可以显着改善用于评估这种复杂储存器中的甜点的工作流程。本文的目的是:(i)使用数据分析和(ii)使用基于回归的机器学习算法和改善复杂的夹层储层中的甜点评估的岩石力学性能对压裂处理的影响。我们使用了一种液压压裂模拟器,将流体流动与离散骨折网络中的断裂变形耦合到模型型水力压裂处理。首先,我们选择了几种与岩石脱水性相关的地质力学属性。我们使用准随机设计方法获得了上述性质的广泛变化。然后,我们使用液压压裂模拟器进行了具有准随机分布的200个光滑水压裂模拟。通过计算储层(SRV)的有效短期和长期刺激的储层体积来量化断裂处理的性能。通过应用回归分析来改善复杂储层中甜点评估来分析数值模拟的结果。回归分析涉及以下模拟变量:剪切模量,泊松比,断裂摩擦系数,主要水平应力各向异性,断裂韧性,断裂闭合应力,剪切扩张角和初始断裂孔。使用:使用:线性回归,与β系数,岭和套索回归和主成分回归算法的线性回归和主成分回归算法进行分析。回归分析显示,线性模型分别可以分别解释短期和长期SRV值的73.1%和59.2%的差异。脊和濑组回归和β线性回归分析显示,应力各向异性,断裂扩张角和断裂摩擦系数显示出对上述SRV值的最高效果。在所有回归模型中,剪切模量和临界断裂韧性对SRV没有显着影响,但这些参数很重要,因为它们与直接冲击流体流动的其他参数相关。使用数据分析方法的结果表明,与未分发的裂缝电导率相关的因素在液压压裂处理的成功中发挥着关键作用。我们还介绍并比较了可能用于评估地质力学性质对压裂处理的影响的不同机器学习算法的性能。这种监督和无监督的机器学习算法可以帮助在复杂储存器中的生产区分析中集成遗留现场数据。这种分析还可用于开发基于数据的模型,这可能改善复杂储存器中甜点和压裂治疗性能评估的研究。

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