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The gas-lift system has a lot of significant advantages in sewage treatment, deep well oil recovery, liquid metal cooled reactor and magnetohydrodynamic power converters. The densities of different liquid media and gas media have great influences on the performance of gas lift system. Therefore, based on Fluent simulation software, using Euler model and k-ω SST (shear stress transport) turbulence model, the gas-liquid two-phase flow behaviors in nitrogen-water, nitrogen-kerosene, nitrogen-mercury and air-water, argon-water, nitrogen-water of gas lift system are studied. The rules of gas volume fraction and liquid flow rate at lifting pipe, liquid radial velocity at lifting pipe outlet, promoting efficiency are analyzed. The results are shown as follows. 1) In the nitrogen-water, nitrogen-kerosene and nitrogen-mercury system, the higher the density of liquid medium, the smaller the gas volume fraction in the lifting pipe is; the greater the flow rate of lifting liquid, the higher the promoting efficiency is. 2) In the air-water, argon-water and nitrogen-water systems, the higher the density of gas medium, the smaller the gas volume fraction in the lifting pipe is; the larger the flow rate of lifting liquid, the smaller the peak value of promoting efficiency is. 3) With the increase of gas flow rate, the liquid radial velocity at the lifting pipe outlet increases with overall fluctuation rising. Finally, the liquid velocity near the center of pipe axis is large, near the pipe wall is small. These research results provide the scientific theoretical basis for optimizing the gas lifting technology in applications such as sewage treatment, deep well oil recovery, liquid metal cooled reactor and magnetohydrodynamic power converters.
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Keywords:
- gas lift system /
- numerical simulation /
- density /
- lifting efficiency
[1] Tang C L, Hu D, Pei J H, Yang L 2010 Chin. J. Mech. Eng. 23 122
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Gu X J 2013 M. S. Thesis (Guangzhou: South China University of Technology) (in Chinese)
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Liu S W 2004 Ph. D. Dissertation (Chengdu: Southwest Petroleum University) (in Chinese)
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Jiang F, Xu Y C, Huang P 2018 Advanced Application and Case Study of Fluent (2nd Ed.) (Beijing: Tsinghua University Press) pp158−162 (in Chinese)
[30] 刘博 2016 硕士学位论文 (西安: 西安交通大学)
Liu B 2016 M. S. Thesis (Xi’an: Xi’an Jiaotong University) (in Chinese)
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图 1 气力提升系统模型图 (a) 气力提升装置示意简图; (b) 模型及网格划分
Figure 1. Model diagram of gas lift system: (a) Schematic diagram of gas lift system; (b) model and grid generation.
图 3 提升管内气相体积分数随充气量的变化 (a) 不同液体介质; (b) 不同气体介质
Figure 3. Change of gas volume fraction with gas volume flow rate in lifting pipe: (a) Different liquid mediums; (b) different gas mediums.
图 4 提升液体流量随时间的变化 (a) 不同液体介质; (b) 不同气体介质
Figure 4. Change of liquid volume flow rate with time: (a) Different liquid mediums; (b) different gas mediums.
图 5 液体提升过程相位图
Figure 5. Phase diagram of liquid lifting process.
图 6 提升液体流量随充气量的变化 (a) 不同液体介质; (b) 不同气体介质
Figure 6. Change of liquid volume flow rate with gas volume flow rate: (a) Different liquid mediums; (b) different gas mediums.
图 7 提升管总压降随充气量的变化 (a) 不同液体介质; (b) 不同气体介质
Figure 7. Change of total pressure drop with gas volume flow rate in lifting pipe: (a) Different liquid mediums; (b) different gas mediums.
图 8 不同充气量下提升管出口处液体速度径向分布 (a) 不同液体介质; (b) 不同气体介质
Figure 8. Liquid radial velocity at lifting pipe outlet under different gas volume flow rates: (a) Different liquid mediums; (b) different gas mediums.
图 9 提升液体效率随充气量的人变化 (a) 不同液体介质; (b) 不同气体介质
Figure 9. Change of lifting efficiency with gas mass flow rate: (a) Different liquid mediums; (b) different gas mediums.
表 1 实验结果与模拟结果的对比
Table 1. Comparison of experimental and simulation results.
充气量QG/m3·h–1 提升液体流量
实验值$ Q′_{\rm L} $/m3·h–1提升液体流量
模拟值QL/m3·h–1误差/% 0.8163 0.4031 0.4597 14.0 1.6327 0.5700 0.8117 42.4 2.4490 1.2336 1.1817 4.2 3.2653 1.3676 1.3665 0.1 4.0816 1.3709 1.3786 0.6 4.8980 1.3735 1.3848 0.8 5.7143 1.3735 1.3705 0.2 
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表 2 物性参数表
Table 2. Physical parameters table.
变量 密度/kg·m–3 黏度/Pa·s 表面张力/N·m–1 氮气 1.1380 0.00001663 空气 1.2250 0.000017894 氩气 1.6228 0.000021250 水银 13529 0.001523 0.4840 水 998.2 0.001003 0.0728 煤油 780 0.0024 0.0260
DownLoad: CSV
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[1] Tang C L, Hu D, Pei J H, Yang L 2010 Chin. J. Mech. Eng. 23 122
Google Scholar
[2] Cazarez O, Montoya D, Vital A G, Bannwart A C 2010 Int. J. Multiphase Flow 36 439
Google Scholar
[3] 胡东, 赵哲睿, 唐川林, 张凤华 2013 矿冶工程 33 9
Google Scholar
Hu D, Zhao Z R, Tang C L, Zhang F H 2013 Min. Metal. Eng. 33 9
Google Scholar
[4] 何晓娟 2013 硕士学位论文 (广州: 华南理工大学)
Gu X J 2013 M. S. Thesis (Guangzhou: South China University of Technology) (in Chinese)
[5] 廖振方, 陈德淑, 邓晓刚, 李军, 杨昌林, 王红霞, 赵建新 2003 重庆大学学报 26 1
Google Scholar
Liao Z F, Chen D S, Deng X G, Li J, Yang C L, Wang H X, Zhao J X 2003 J. Chongqing Univ. 26 1
Google Scholar
[6] Liang N K, Peng H K 2005 Ocean Eng. 32 731
Google Scholar
[7] 刘三威 2004 博士学位论文 (成都: 西南石油学院)
Liu S W 2004 Ph. D. Dissertation (Chengdu: Southwest Petroleum University) (in Chinese)
[8] Giuliani C M, Camponogara E 2015 Comput. Chem. Eng. 75 60
Google Scholar
[9] Ma W, Bubelis E, Karbojian A, Sehgal B R, Coddington P 2006 Nucl. Eng. Des. 236 1422
Google Scholar
[10] Satyamurthy P, Dixit N S, Thiyagarajan T K, Venkatramani N, Quraishi A M, Mushtaq A 1998 Int. J. Multiphase Flow 24 721
Google Scholar
[11] Nicklin D J 1963 Trans. Instn. Chem. Engrs 41 29
[12] Futer R E 1965 US Patent 3 180 688
[13] Kato H, Miyazawa T, Timaya S, Iwasaki T 1975 Bull. JSME 18 286
Google Scholar
[14] Kouremenos D A, Staicos J 1985 Int. J. Heat Fluid Flow 6 217
Google Scholar
[15] Kajishima T, Saito T 1996 JSME Int. J., Ser. B 39 525
Google Scholar
[16] Khalil M F, Elshorbagy K A, Kassab S Z, Fahmy R I 1999 Int. J. Heat Fluid Flow 20 598
Google Scholar
[17] Furukawa T, Fukano T 2001 Int. J. Multiphase Flow 27 1109
Google Scholar
[18] Pougatch K, Salcudean M 2007 American Society of Mechanical Engineers San Diego, California, USA, June 10−15, 2007 p685
[19] Moisidis C T, Kastrinakis E G 2010 J. Hydraul. Res. 48 680
Google Scholar
[20] 高嵩, 李巍, 尤云祥, 胡天群 2012 物理学报 61 104701
Google Scholar
Gao S, Li W, You Y X, Hu T Q 2012 Acta Phys. Sin. 61 104701
Google Scholar
[21] 李洪伟, 周云龙, 王世勇, 孙斌 2013 物理学报 62 140505
Google Scholar
Li H W, Zhou Y L, Wang S Y, Sun B 2013 Acta Phys. Sin. 62 140505
Google Scholar
[22] 胡东, 唐川林, 张凤华, 杨林 2012 水动力学研究与进展A辑 27 456
Google Scholar
Hu D, Tang C L, Zhang F H, Yang L 2012 Chinese J. Hydrodyn. 27 456
Google Scholar
[23] Tighzert H, Brahimi M, Kechroud N, Benabbas F 2013 J. Pet. Sci. Eng. 110 155
Google Scholar
[24] Fan W, Chen J, Pan Y, Huang H, Chen C T A., Chen Y 2013 Ocean Eng. 59 47
Google Scholar
[25] Wahba E M, Gadalla M A, Abueidda D, Dalaq A, Hafiz H, Elawadi K, Issa R 2014 J. Fluids Eng. 136 111301
Google Scholar
[26] Zuo J, Tian W, Chen R, Qiu S, Su G 2013 Nucl. Eng. Des. 263 1
Google Scholar
[27] Zuo J, Tian W, Qiu S, Su G 2018 Prog. Nucl. Energy 106 181
Google Scholar
[28] 左娟莉, 李逢超, 郭鹏程, 孙帅辉, 罗兴锜 2017 农业工程学报 33 85
Google Scholar
Zuo J L, Li P C, Guo P C, Sun S H, Luo X Q 2017 Trans. Chin. Soc. Agricultural Eng. 33 85
Google Scholar
[29] 江帆, 徐勇程, 黄鹏 Fluent高级应用与实例分析 (第2版) (北京: 清华出版社) 第158− 162页
Jiang F, Xu Y C, Huang P 2018 Advanced Application and Case Study of Fluent (2nd Ed.) (Beijing: Tsinghua University Press) pp158−162 (in Chinese)
[30] 刘博 2016 硕士学位论文 (西安: 西安交通大学)
Liu B 2016 M. S. Thesis (Xi’an: Xi’an Jiaotong University) (in Chinese)
[31] Krepper E, Morel C, Niceno B, Ruyer P 2011 Multiphase Sci. Technol. 23 129
Google Scholar
[32] Oueslati A, Megriche A 2017 Energy Procedia 119 693
Google Scholar
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