化工学报

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轴向涡流分离器内分散相油滴的破碎机制研究

陈家庆1,4(), 王春尧1,3, 傅剑峰2, 姬宜朋1,3(), 李贵旺5, 张蕾1,3, 阚滨滨2, 司政6, 张超1,3   

  1. 1.北京石油化工学院机械工程学院,北京 102617
    2.中海石油(中国)有限公司湛江分公司,广东 湛江 524057
    3.深水油气管线关键技术与装备北京市重点实验室,北京 102617
    4.北方工业大学机械与材料工程学院,北京 100144
    5.中海石油(中国)有限公司天津分公司,天津 300450
    6.中化化肥控股有限公司,北京 100031
  • 收稿日期:2025-11-17 修回日期:2025-12-29 出版日期:2026-02-02
  • 通讯作者: 姬宜朋
  • 作者简介:陈家庆(1970-),男,博士研究生,教授,jiaging@ncut.edu.cn
  • 基金资助:
    国家自然科学基金面上项目(52274059)

Study on the breakup mechanism of dispersed phase oil droplets in axial vortex separator

Jiaqing CHEN1,4(), Chunyao WANG1,3, Jianfeng FU2, Yipeng JI1,3(), Guiwang LI5, Lei ZHANG1,3, Binbin KAN2, Zheng SI6, Chao ZHANG1,3   

  1. 1.School of Mechanical Engineering, Beijing Institute of Petrochemical Technology, Beijing 102617, China
    2.China National Offshore Oil Corporation Limited (China) Zhanjiang Branch, Zhanjiang 524057, Guangdong,China
    3.Beijing Key Laboratory of Key Technologies and Equipment for Deepwater Oil and Gas Pipelines, Beijing 102617, China
    4.School of Mechanical and Materials Engineering, North China University of Technology, Beijing 100144, China
    5.China National Offshore Oil Corporation Limited (China) Tianjin Branch, Tianjin 300450, China
    6.Sinofert Holdings Limited, Beijing 100031, China
  • Received:2025-11-17 Revised:2025-12-29 Online:2026-02-02
  • Contact: Yipeng JI

摘要:

动态旋流分离技术广泛应用于油田采出水处理,明确强旋流场内油滴破碎机制,对低剪切起旋元件结构优化设计及工艺参数确定具有重要意义。借助高速摄像机和Image J软件,观测含油污水中油滴在轴向涡流分离器内变形和破碎过程;耦合实验与计算流体动力学(CFD)软件模拟结果,分析不同湍动能耗散率下油滴破碎临界粒径dcri,修正强旋流场中Hinze公式常数C,修正后公式决定系数R2为0.82。在此基础上计算油滴破碎时临界Weber数Wecri与毛细管数Cacri,探究叶栅入口、迎水面和背水面三处油滴形态和破碎规律与所受应力分量的关系。结果表明,WecriCacri随油滴粒径增加而增加;剪切应力分量ττθz使油滴发生不规则变形并破碎,拉伸应力分量τθθτrr使油滴变形为均匀线形并破碎。

关键词: 油滴破碎, 剪切应力, 轴向涡流分离器, 强旋流流场, 计算流体力学, 湍动, 两相流

Abstract:

Dynamic hydrocyclone technology is widely applied in the field of produced water treatment in oilfields. Clarifying the breakup mechanism of dispersed oil droplets in the strong oil-water swirl field is of great significance for optimizing the structure of low-shear swirler and determining the operational process parameter boundaries. In this study, with the help of a high-speed camera and Image J graphic processing software, the deformation and breakup process of dispersed oil droplets in oily wastewater within a Axial Vortex Separator were observed and analyzed. Meanwhile, the computational fluid dynamics (CFD) software was employed to calculate the flow field parameters at the locations where oil droplet deformation and breakup occur. Combining the experimental and simulation results, the critical diameter dcri of droplet breakup were analyzed under different turbulent kinetic energy dissipation rate conditions, the calculation constant C in the Hinze equation during the formation of the strong swirling flow field was modified. After modification, the coefficient of determination R² of the calculation formula reached 0.82. And the critical Weber number and Capillary number during oil droplet breakup were calculated. Furthermore the corresponding relationships between the deformation and breakup laws of oil droplets and the stress components were investigated at three locations—namely the cascade inlet, cascade pressure surface, and cascade suction surface. The results show that, both the critical Weber number and capillary number during oil droplet breakup increase with the increase in oil droplet diameter, with the average critical Weber number being 12.67, which is consistent with Hinze's research results. Under the action of the shear stress components τ and τθz, oil droplets undergo irregular deformation followed by multiple breakup into several sub-droplets with different diameters. Under the action of the tensile stress components τθθ and τrr, oil droplets deform into a uniform linear shape and undergo binary breakup. The research results can provide a theoretical basis for the design of low-shear swirler and the improvement of the separation performance of Axial Vortex Separator.

Key words: drop breakage, shear stress, axial vortex separator, swirling intensity, CFD, turbulence, two-phase flow

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