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Prediction of oil recovery in naturally fractured reservoirs subjected to reinfiltration during gravity drainage using a new scaling equation

机译:采用新缩放方程在重力排水期间对自然裂缝储层中的采油预测

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By comparing numerical simulation results of single-porosity and dual-porosity models, the significant effect of reinfiltration to naturally fractured reservoirs was confirmed. A new governing equation was proposed for oil drainage in a matrix block under the reinfiltration process. Utilizing inspectional analysis, a dimensionless equation suitable for scaling of recovery curves for matrix blocks under reinfiltration has been obtained. By the design of experiments, test cases with different rock and fluid properties were defined to confirm the scope of the presented equation. The defined cases were simulated using a realistic numerical simulation approach. This method can estimate the oil amount getting into the matrix block through reinfiltration, help simulate the oil drainage process in naturally fractured reservoirs accurately, and predict the recovery rate of matrix block in the early to middle periods of production. Using the defined scaling equation in the dual-porosity model can improve the accuracy of the predicted recovery rate.
机译:通过比较单孔隙率和双孔隙率模型的数值模拟结果,确认了重新滤乱对自然裂缝储层的显着效果。在Reinfiltration过程下提出了一种新的控制方程,用于矩阵块中的漏油。利用检查分析,已经获得了适用于在重新滤乱下进行矩阵块的恢复曲线缩放的无量纲方程。通过实验设计,定义了具有不同岩石和流体性质的测试案例以确认所示方程的范围。使用现实的数值模拟方法模拟定义的病例。这种方法可以通过重新滤乱来估计进入基质块的油量,帮助精确地模拟自然断裂储层中的排水过程,并预测早期生产中的基质块的回收率。使用双孔隙度模型中的定义的缩放方程可以提高预测恢复速率的准确性。

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