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Machine Learning Regressors and their Metrics to predict Synthetic Sonic and Brittle Zones

机译:机器学习回归及其预测合成声波和脆区的指标

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Planning and optimizing completion design for hydraulic fracturing require a quantifiable understanding of the spatial distribution of the brittleness of the rock and other geomechanical properties. Eventually, the goal is to maximize the SRV (Stimulated Reservoir Volume) with minimal cost overhead. The compressional and shear velocities (Vp and Vs respectively) can be used to calculate Young’s modulus, Poisson’s ratio and other mechanical properties. In the field, sonic logs are not commonly acquired and operators often resort to regression to predict synthetic sonic logs. We have compared several machine learning regression techniques for their predictive ability to generate synthetic sonic (Vp and Vs) and a brittleness indicator, namely hardness, using the laboratory core data. We used techniques like multilinear regression, lasso regression, support vector regression, random forest, gradient boosting and alternating conditional expectation. We found that the commonly used multi-linear regression is suboptimal with less-than-satisfactory predictive accuracies. Other techniques particularly random forest and gradient boosting have greater predictive capabilities based on several error metrics such as R2 (Correlation Coefficient) and RMSE (Root Mean Square Error). We also used Gaussian process simulation for uncertainty quantification as it provides uncertainty estimates on the predicted values for a wide range of inputs. Random Forest and Extreme Gradient Boosting techniques also gave low uncertainties in prediction.
机译:液压压裂的规划和优化完成设计需要可量化地理解岩石和其他地质力学性质的脆性的空间分布。最终,目标是以最小的成本开销最大化SRV(刺激的储存量)。压缩和剪切速度(分别)可用于计算杨氏模量,泊松比和其他机械性能。在该领域中,声波日志不是常用的,并且运营商经常诉诸地回归以预测合成声音日志。我们已经比较了几种机器学习回归技术以使用实验室核心数据来产生合成声学(VP和VS)和脆性指示器,即硬度的预测能力。我们使用了多线性回归,套索回归,支持向量回归,随机林,梯度提升和交替的条件期望等技术。我们发现,常用的多线性回归是具有较低比令人满意的预测精度的次优。其他技术特别是随机森林和梯度升压基于诸如R2(相关系数)和RMSE(根均方误差)的若干误差度量具有更大的预测性能。我们还使用高斯流程模拟以进行不确定量化,因为它为预测值提供了广泛输入的预测值的不确定性估计。随机森林和极端梯度升压技术也在预测中产生了低的不确定性。

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