Discovery of Unconventional Reservoir Flow Physics for Production Forecasting Through Hybrid Data-Driven and Physics Models

Hardikkumar Zalavadia, Utkarsh Sinha, Prithvi Singh, S. Sankaran
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Abstract

Routinely analyzing producing well performance in unconventional field is critical to maintain their profitability. In addition to continuous analysis, there is an increasing need to develop models that are scalable across entire field. Pure data-driven approaches, such as DCA, are prevalent but fail to capture essential physical elements, compounded by lack of key operational parameters such as pressures and fluid property changes across large number of wells. Traditional models such as numerical simulations face a scalability challenge to extend to large well counts with rapid pace of operations. Other widely used method is rate transient analysis (RTA), which requires identification of flow regimes and mechanistic model assumptions, making it interpretive and non-conducive to field-scale applications. The objective in this study is to build data-driven and physics-constrained reservoir models from routine data (rates and pressures) for pressure-aware production forecasting. We propose a hybrid data-driven and physics informed model based on sparse nonlinear regression (SNR) for identifying rate-pressure relationships in unconventionals. Hybrid SNR is a novel framework to discover governing equations underlying fluid flow in unconventionals, simply from production and pressure data, leveraging advances in sparsity techniques and machine learning. The method utilizes a library of data-driven functions along with information from standard flow-regime equations that form the basis for traditional RTA. However, the model is not limited to fixed known relationships of pressure and rates that are applicable only under certain assumptions (e.g. planar fractures, single-phase flowing conditions etc.). Complex, non-uniform fractures, and multi-phase flow of fluids do not follow the same diagnostics behavior but exhibits more complex behavior not explained by analytical equations. The hybrid SNR approach identifies these complexities from combination of the most relevant pressure and time features that explain the phase rates behavior for a given well, thus enables forecasting the well for different flowing pressure/operating conditions. In addition, the method allows identification of dominant flow regimes through highest contributing terms without performing typical line fitting procedure. The method has been validated against synthetic model with constant and varying bottom hole pressures. The results indicate good model accuracies to identify relevant set of features that dictate rate-pressure behavior and perform production forecasts for new bottom-hole pressure profiles. The method is robust since it can be applied to any well with different fluid types, flowing conditions and does not require any mechanistic fracture or simulation model assumptions and hence applicable to any reservoir complexity. The novelty of the method is that the hybrid SNR can resolve several modes that govern the flow process simultaneously that can provide physical insights on the prevailing multiple complex flow regimes.
通过数据驱动和物理混合模型发现非常规油藏流动物理模型用于产量预测
常规分析非常规油田的生产井动态对于保持其盈利能力至关重要。除了持续分析之外,越来越需要开发可扩展到整个领域的模型。纯数据驱动的方法(如DCA)很普遍,但无法捕获基本的物理元素,而且缺乏关键的操作参数,如大量井的压力和流体性质变化。传统模型(如数值模拟)面临着可扩展性的挑战,无法扩展到大型井数和快速的操作速度。另一种广泛使用的方法是速率瞬态分析(RTA),它需要识别流动形式和机制模型假设,使其具有解释性,不利于现场规模的应用。本研究的目的是根据常规数据(速率和压力)建立数据驱动和物理约束的油藏模型,用于压力感知生产预测。我们提出了一种基于稀疏非线性回归(SNR)的混合数据驱动和物理信息模型,用于识别非常规油气藏的速率-压力关系。混合信噪比是一种新的框架,可以通过生产和压力数据,利用稀疏性技术和机器学习的进步,发现非常规油气中流体流动的控制方程。该方法利用数据驱动函数库以及构成传统RTA基础的标准流态方程的信息。然而,该模型并不局限于只适用于某些假设(如平面裂缝、单相流动条件等)的已知压力和速率的固定关系。复杂的、不均匀的裂缝和多相流体不遵循相同的诊断行为,但表现出更复杂的行为,无法用解析方程解释。混合信噪比方法通过结合最相关的压力和时间特征来识别这些复杂性,这些特征解释了给定井的相速率行为,从而能够预测不同流动压力/操作条件下的井。此外,该方法允许通过最高贡献项识别主要流动形式,而无需执行典型的线拟合程序。该方法已在恒定和变化井底压力的综合模型上进行了验证。结果表明,该模型具有良好的精度,可以识别决定速率-压力行为的相关特征集,并对新的井底压力剖面进行生产预测。该方法具有很强的鲁棒性,因为它可以应用于任何具有不同流体类型和流动条件的井,并且不需要任何机械裂缝或模拟模型假设,因此适用于任何复杂的油藏。该方法的新颖之处在于,混合信噪比可以同时解决控制流动过程的几种模式,从而可以对当前的多种复杂流动状态提供物理见解。
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