Fu Jiqiang, Du Mingjun, Jing Jiaqiang, Liu Huichao, Sun Jie, Chen Weicong, Chen Yongjiu
State Key Laboratory of Multiphase Flow in Power Engineering, Xi'an Jiaotong University, Xi'an, 710049, China.
China Petroleum Engineering & Construction Corp North Company, Renqiu, 062552, Heibei, China.
Sci Rep. 2025 Mar 20;15(1):9557. doi: 10.1038/s41598-025-94045-7.
Accurate prediction of pressure drop of the heavy oil-water ring flow in pipeline is of great significance for establishing an optimal drag reduction model and ensuring safe production. The effects of different factors on the flow pattern and pressure drop of heavy oil-water annular two-phase flow were systematically analyzed, and a standard two-fluid pressure drop prediction model for annular flow was established. By modifying the shear stress equation of oil-water interface and introducing the wave-flow theory to modify the shear stress equation of water wall, a pressure drop prediction model for the generalized concentric water ring was obtained to calculate the periodic fluctuations of oil phase. Furthermore, by introducing the comprehensive Reynolds number expression of eccentric water ring, the pressure drop prediction model for the generalized eccentric water ring was obtained to calculate the periodic fluctuations of oil phase. The results show that the pressure drop prediction accuracy of the concentric water ring for ultra-heavy oil is improved by 80% by using the modified pressure drop prediction model. The comprehensive Reynolds number expression of eccentric water ring can effectively reflect the influence of eccentric effect on shear stress of water wall and the calculation error is less than 20% by predicting the pressure drop of the generalized eccentric water ring with different density differences.
准确预测管道中稠油水环流动的压降对于建立最优减阻模型和确保安全生产具有重要意义。系统分析了不同因素对稠油水环两相流流型和压降的影响,建立了环形流的标准双流体压降预测模型。通过修正油水界面的剪切应力方程,并引入波动流理论修正水壁的剪切应力方程,得到了广义同心水环的压降预测模型,用于计算油相的周期性波动。此外,通过引入偏心水环的综合雷诺数表达式,得到了广义偏心水环的压降预测模型,用于计算油相的周期性波动。结果表明,采用改进后的压降预测模型,超稠油同心水环的压降预测精度提高了80%。偏心水环的综合雷诺数表达式能有效反映偏心效应对水壁剪切应力的影响,对不同密度差的广义偏心水环压降进行预测时,计算误差小于20%。