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EXPERIMENTAL STUDY ON THE WALL FACTOR FOR ROD-SHAPED PROPPANT SETTLING IN VERTICAL FRACTURE

机译:垂直骨折杆状支撑剂沉降墙体因子的试验研究

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Hydraulic fracturing is an important technology to improve oil and gas production. In recent years, rod-shaped proppant has received increasing attention for its advantages in avoiding fracture closure and enhancing conductivity. Due to its special shape, the settling process in the fracture is more complicated than that of a spherical proppant. Accurate description of the wall factor of fracture on the settling rod-shaped proppant is pivotal in predicting the transport distance of rod-shaped proppant and improving the effect of fracturing. However, few researches have been reported about the fracture wall factor on the settling rod-shaped proppant. In this study, the transparent fracture model with different width and a high-speed camera were used to record the settling process of the rod-shaped proppant in the fracture. A total of 215 tests were carried out to analyze the effects of fluid properties, the equivalent dimensionless diameter, sphericity, and Reynolds number on the wall factor, involving the ranges of the equivalent dimensionless diameter and the particle Reynolds number are 0.03 to 1.47 and 0.03-1354.14, respectively. The settling processes of rod-shaped proppant under horizontal and vertical states were studied, and two wall factor models for the two states were established, respectively. The results show that the wall factor is a function of both the equivalent dimensionless diameter and Reynolds number. Finally, the prediction models of wall factor with the prediction error of 1.70 and 4.44% are established for these two Reynolds number regions, respectively. The results of this study can further improve the performance of rod-shaped proppant in hydraulic fracturing.
机译:液压压裂是一种改善石油和天然气生产的重要技术。近年来,棒状支撑剂在避免断裂闭合和增强导电性方面,均可引起越来越关注。由于其特殊的形状,裂缝中的沉降过程比球体支撑剂更复杂。准确描述沉降杆状支撑剂上的断裂围绕预测棒状支撑剂的运输距离并提高压裂效果的枢转。然而,已经报道了沉降杆状支撑剂上的裂缝墙体因子的少量研究。在该研究中,使用具有不同宽度和高速相机的透明断裂模型来记录骨折中杆状支撑剂的沉降过程。进行了总共215个测试以分析墙壁因子上的流体性质,等效无量纲,球形和雷诺数的效果,涉及等同的无量纲直径的范围,粒子雷诺数为0.03至1.47和0.03 -1354.14分别。研究了水平和垂直状态下的杆状支撑剂的沉降过程,分别建立了两种州的两个墙体因子模型。结果表明,墙体因子是等效无量纲直径和雷诺数的函数。最后,为这两个雷诺数区域分别建立了预测误差为1.70和4.44%的墙壁因子的预测模型。该研究的结果可以进一步提高液压压裂中棒状支撑剂的性能。

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