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Application of Assisted History Matching Workflow to Shale Gas Well Using EDFM and Neural Network-Markov Chain Monte Carlo Algorithm

机译:应用辅助历史匹配工作流向页岩气井利用EDFM和神经网络 - 马尔可夫链蒙特卡罗算法

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Production data which is always available at no additional cost can give an invaluable information of fracture geometry and reservoir properties. However, in unconventional reservoirs, it is insufficient to characterize hydraulic fractures geometry and reservoir properties by only one realization because it cannot capture the non-uniqueness of history matching problem and subsurface uncertainties. Therefore, the objective of this study is to obtain multiple realizations in shale reservoirs by adopting Assisted History Matching (AHM). We used Neural Network-Markov Chain Monte Carlo (NN-MCMC) algorithm in the proposed AHM workflow for shale reservoirs. The reason is that MCMC, one of AHM in the Bayesian statistics, has benefits of quantifying uncertainty without bias or being trapped in any local minima. Also, using MCMC with neural network (NN) as a proxy model unlocks the limitation of an infeasible number of simulation runs required by a traditional MCMC algorithm. The proposed AHM workflow also utilized the benefits of Embedded Discrete Fracture Model (EDFM) to model fractures with a higher computational efficiency than a traditional local grid refinement (LGR) method and more accuracy than the continuum approach. We applied the proposed AHM workflow to an actual shale-gas well. We performed history matching on two cases including hydraulic fractures only and hydraulic fractures with natural fractures. The uncertain parameters for history matching consist of fracture geometry, fracture conductivity, matrix permeability, matrix and fracture water saturation, and relative permeability curves. For the case with natural fractures, we included number, length and conductivity of natural fractures as the additional uncertain parameters.
机译:始终可用的生产数据无需额外成本,可以提供裂缝几何形状和储层性质的宝贵信息。然而,在非常规储层中,它不足以仅通过一次实现来表征液压裂缝几何形状和储层性质,因为它不能捕获历史匹配问题和地下不确定性的非唯一性。因此,本研究的目的是通过采用辅助历史匹配(AHM)来获得页岩储层的多次实现。我们使用神经网络 - 马尔可夫链蒙特卡罗(NN-MCMC)算法在拟议的AHM工作流程中进行页岩储存器。原因是,MCMC是贝叶斯统计中的一个,在没有偏见的情况下量化不确定性或被捕获在任何当地最小值的情况下。此外,使用MCMC与神经网络(NN)作为代理模型解锁了传统MCMC算法所需的可行模拟运行的限制。所提出的AHM工作流程还利用嵌入离散断裂模型(EDFM)的益处,以更高的计算效率模拟骨折,而不是传统的本地网格精炼(LGR)方法,比连续统一方法更准确。我们将建议的AHM工作流程应用于实际的页岩气井。我们在两种情况下进行了历史匹配,包括仅液压骨折和具有自然骨折的液压骨折。历史匹配的不确定参数由断裂几何形状,断裂导电性,基质渗透性,基质和裂缝水饱和度以及相对渗透性曲线组成。对于具有自然骨折的情况,我们包括自然骨折的数量,长度和导电性作为额外的不确定参数。

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