考虑诱导裂缝和椭圆复合分区特征的注水井试井解释模型

Study on Well Test Model of Injection Well Considering Waterflood-induced Fracture and Elliptical Flow Composite

  • 摘要: 建立考虑注水诱导裂缝和椭圆复合分区特征的低渗透油藏注水井试井解释模型, 通过无因次化和拉普拉斯(Laplace)变换得到拉氏空间下的数学模型, 引入Mathieu函数求得井底压力解并绘制压力响应样板曲线, 明确曲线6个流动阶段及压力传播特征。以J油田2个典型注水井组为例, 通过模型拟合反演得到诱导裂缝半长、水驱侧向波及范围、波及区渗透率、流度比等关键参数, 验证了模型的准确性与优越性, 定量表征了水驱前缘形态及注水波及面积, 结合动态监测资料明确了目标区水驱渗流规律及剩余油分布, 为制定长期稳产的合理注水开发方案提供参考和指导。

     

    Abstract: A well test model of injection well in low permeability reservoir is established in this paper, considering the characteristics of water-flood induced fracture and elliptical flow composite. Two mathematical model in Laplace space are obtained by means of dimensionless and Laplace transform. The bottom-hole pressure solution is obtained by introducing Mathieu function and the sample curve of pressure response is drawn, and six flow stages of the curve and characteristics of pressure propagation are clarified. Two injection well in J oilfield are chosen as example, a series of key parameters such as the half length of the fracture, the range of lateral wave affected area, the permeability in swept area, the mobility ratio and the distance of constant pressure boundary are obtained through model fitting inversion. The morphology of waterflood front and waterflood swept area are quantitatively characterized, the seepage law of waterflood and distribution of remaining oil in the case area are clarified based on the dynamic data, providing reference for the reasonable waterflood development plan with long-term stable production, which verifie the accuracy and superiority of the model.

     

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