Sinopec Jianghan Petroleum Engineering Company, Wuhan 430000, China
| Abstract: | During the cementing process, cement slurry is used to replace drilling fluid, gradually filling the entire annular space gap. At the same time, the displacement interface obtained through cement injection can intuitively reflect the displacement effect. The displacement process starts from near the center of the annular space gap and spreads to both sides. The longer the displacement interface, the insufficient displacement power will cause the phenomenon of liquid mixing and interface stop expanding, resulting in retention and delayed flow, forming a drilling fluid retention layer, It has a significant impact on the later injection and production process, so we need to improve displacement efficiency, prevent retention, and improve the efficiency of oil production. In previous research articles, most scholars mainly used flat plate flow as the research carrier to calculate and study the drilling fluid flow, local retention, and retention layer thickness in the eccentric annulus. In this paper, based on the motion equation in the cylindrical coordinate system, the retention of drilling fluid in the eccentric annulus was analyzed and studied, and a new integral constant was introduced, Establish the velocity distribution function of cement slurry or displacement fluid at the displacement interface, use iterative operation to calculate the local retention boundary, control errors, and more accurately calculate the position of the retention boundary, the thickness of the retention layer, and the influence of different factors on the thickness of the retention layer. This lays the foundation for subsequent research on the mixing relationship between pure mechanical models and fluids. |
| Keywords: | Eccentric Annulus; Replacement Interface; Local Retention |
| DOI: | 10.57237/j.jest.2024.01.001 |
| [1] | 陈扬. 偏心环空水平井固井顶替实验研究 [D]. 中国石油大学 (北京), 2016. |
| [2] | 林子旸. 固井中钻井液滞留模型及两相流界面变化 [D]. 东北石油大学, 2019. |
| [3] | 步玉环, 侯献海, 郭胜来. 低温固井水泥浆体系的室内研究 [J]. 钻井液与完液, 2016, 33(01): 79-83. |
| [4] | 陈瑞峰. 水平井注水泥流动过程计算研究 [D]. 西南石油大学, 2017. |
| [5] | 郑永刚. 偏心环空注水泥顶替机理研究 [J]. 天然气工业, 1995(03): 46-50. |
| [6] | 郑永刚, 郝俊芳. 固井中水泥浆顶替泥浆的运动规律研究 [J]. 西部探矿工程, 1995(03): 29-32. |
| [7] | 李帮达, 刘永健, 张景富. 偏心环空中幂律流体层流螺旋流流动规律的研究[J]. 应用数学和力学, 1993(07): 593-600. |
| [8] | 郭小阳, 刘崇建, 张明深, 张勇, 张朝晖. 提高注水泥质量的综合因素 [J]. 西南石油学院学报, 1998(03): 57-59. |
| [9] | 郭小阳, 张玉隆, 杨远光. 长庆油田提高固井质量与套管防腐技术研究 [J]. 西南石油学院学报, 1998(02): 55-60. |
| [10] | 高永海, 孙宝江, 赵欣欣, 王志远, 殷志明, 王金波. 水合物钻探井筒多相流动及井底压力变化规律 [J]. 石油学报, 2012, 33(05): 881-886. |
| [11] | 冯福平, 艾池, 于法浩, 崔志华, 徐海粟, 张嵇南. 基于Hele-shaw模型的斜井偏心环空顶替流体密度差优化 [J]. 数学的实践与认识, 2014, 44(22): 125-133. |
| [12] | 冯福平. 偏心环空注水泥顶替界面边界及形状描述模型研究 [D]. 东北石油大学, 2014. |
| [13] | 王涛, 展转盈, 燕迎飞. 注水泥环空动态顶替界面长距离数值模拟 [J]. 非常规油气, 2018, 5(06): 87-93. |
| [14] | 李明忠, 王瑞和, 王成文, 方群. 层流顶替钻井液滞留层厚度研究 [J]. 水动力学研究与进展A辑, 2013, 28(05): 531-537. |
| [15] | 孙晓东. 偏心环空流动的数值模拟研究 [D]. 中国石油大学 (华东), 2015. |
We invite active, qualified and high profile scientists and researchers to join as Editorial Board Members.
Join UsScholars with a strong interest in reviewing are invited to join the reviewer panel to ensure the quality of the research to be published.
Join Us