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Establishment of Mathematical Model and Sensitivity Analysis of Plugging Capacity of Multi-component Foam Flooding

机译:多组分泡沫驱的堵漏能力数学模型的建立及敏感性分析

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Based on mass conservation, foam total amount balance thought and foam properties characterization model, afoam flooding mathematical model with three-phase and five components is established and numerically solved, the explicitis used to solve the saturation equation and the implicit is used to solve the pressure equation in this model. By fittingthe results of foam plugging capacity experiments and numerical calculation, the correctness of the model is verified.On this basis, the conceptual model is established to simulate and evaluate the sensitivity of influencing parameters offoam flooding plugging ability. The results show that: the plugging ability of foam system increases with the increase offoaming agent concentration. When the concentration of foaming agent is more than 0.3%, the resistance coefficient tendsto steady; when gas-liquid ratio is 2:1, the foam plugging ability is the strongest. The plugging ability of foam system increaseswith the increase of permeability showing good permeability selectivity. If the permeability in the reservoir ishigher then the profile control capability will also be stronger.
机译:基于质量守恒,泡沫总量平衡思想和泡沫特性表征模型,建立了三相五组分泡沫驱数学模型,并进行了数值求解,采用显式求解饱和方程,采用隐式求解压力。该模型中的方程式。通过对泡沫堵漏能力实验结果和数值计算结果的拟合,验证了模型的正确性。在此基础上,建立了概念模型,对泡沫驱堵能力的影响参数进行了仿真和评价。结果表明:泡沫系统的堵漏能力随着发泡剂浓度的增加而增加。当发泡剂的浓度大于0.3%时,电阻系数趋于稳定;当气液比为2:1时,泡沫的堵塞能力最强。泡沫系统的堵塞能力随渗透率的增加而增加,表现出良好的渗透选择性。如果储层中的渗透率较高,则轮廓控制能力也将更强。

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