沉渣型盐穴储库低位排卤井卤水颗粒两相运移规律研究

doi:10.3724/1000-6915.jrme.2025.0392

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Abstract Sediment-type salt cavern storage facilities are critical components of energy infrastructure that utilize the space within sediment voids to store gas. This is accomplished by injecting high-pressure natural gas or air into salt cavities, which displaces brine from the sediment voids. During the gas injection and brine displacement processes, the high-velocity flow of brine in low-level debrining wells carries sediment particles, leading to sand blockages that adversely affect brine expulsion efficiency. The forces acting on spherical particles during fall and horizontal movement were analyzed, resulting in the derivation of the terminal settling velocity formula for particles in free fall. Additionally, a terminal settling velocity formula that considers the morphologies of sediment particles and the sand concentration in brine was developed. Under identical conditions, brine with a higher sand concentration exhibits a greater capacity to carry sand. When the geometric mean diameter is constant, flatter-shaped particles are more readily transported by brine. Using a CFD-EDEM coupled simulation method, the distribution of the solid-liquid two-phase flow field in debrining wells was simulated over time, accounting for varying brine flow rates and sediment accumulation depths. When discharging brine at low flow rates, it is essential to promptly clear the debrining channel to prevent sediment accumulation at bends. The layering effect of brine flow rates results in particles in the lower section of the debrining channel accumulating more easily. At the same inlet flow rate, an increase in particle accumulation depth enhances the sand-carrying capacity of the brine. An analysis of the particle size distribution of returned sediment particles during the gas injection and brine displacement process in a specific salt cavern revealed a particle size range of 0.075 to 40 mm, which was consistent with the results obtained from simulation modeling. The primary sources of error and their corresponding solutions were also identified. The research findings provide valuable guidance for improving brine displacement efficiency and preventing sand entrainment and blockages in debrining wells associated with salt cavern void injection and brine displacement projects involving sediment-type salt caverns.

Key words： rock mechanics salt cavern storage gas injection and brine displacement sediment accumulation sand-carrying brine-particle two-phase flow

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	Articles by authors
	LI Peng1
	2
	SHI Xilin1
	2*
	LI Yinping1
	2
	3
	YANG Kun4
	MA Hongling1
	2
	YANG Chunhe1
	2

Cite this article:

LI Peng1,2,SHI Xilin1, et al. Brine-particle two-phase flow of the low-level debrining well#br# in sediment-type salt cavern storage[J]. , 2026, 45(1): 218-235.

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https://rockmech.whrsm.ac.cn/EN/10.3724/1000-6915.jrme.2025.0392 OR https://rockmech.whrsm.ac.cn/EN/Y2026/V45/I1/218

[1] 杨春和，王同涛. 深地储能研究进展[J]. 岩石力学与工程学报，2022，41(9)：1 729–1 759.(YANG Chunhe，WANG Tongtao. Advance in deep underground energy storage[J]. Chinese Journal of Rock Mechanics and Engineering，2022，41(9)：1 729–1 759.(in Chinese))
[2] 薛东杰，路乐乐，易海洋，等. 考虑温度和体积应力的分数阶蠕变损伤Burgers模型[J]. 岩石力学与工程学报，2021，40(2)：315–329.(XUE Dongjie，LU Lele，YI Haiyang，et al. A fractional Burgers model for uniaxial and triaxial creep of damaged salt-rock considering temperature and volume-stress[J]. Chinese Journal of Rock Mechanics and Engineering，2021，40(2)：315–329.(in Chinese))
[3] BéREST P，GHARBI H，BLANCO-MARTíN L，et al. Salt creep：transition between the low and high stress domains[J]. Rock Mechanics and Rock Engineering，2023，56(11)：8 305–8 316.
[4] 陈祥胜，熊天恺，李银平，等. 层状盐岩地下储气库运行压力设定方法研究[J]. 岩石力学与工程学报，2024，43(5)：1 139–1 151. (CHEN Xiangsheng，XIONG Tiankai，LI Yinping，et al. Setting method for operating pressure of underground gas storage bedded salt cavern[J]. Chinese Journal of Rock Mechanics and Engineering，2024，43(5)：1 139–1 151.(in Chinese))
[5] 康燕飞，陈结，姜德义，等. 含杂质盐岩微裂纹细观愈合特征及发生机理[J]. 岩土力学，2020，41(增2)：1–10.(KANG Yanfei，CHEN Jie，JIANG Deyi，et al. Mesoscopic characteristics and mechanisms of microcracks healing in impurity-containing rock salt[J]. Rock and Soil Mechanics，2020，41(Supp.2)：1–10.(in Chinese))
[6] ZENG Z，MA H，YANG C，et al. Self-healing behaviors of damaged rock salt under humidity cycling[J]. International Journal of Rock Mechanics and Mining Sciences，2024，174：105636.
[7] LI P，LI Y，SHI X，et al. Pressure monitoring and deformation analysis of a brine-filled salt cavern - A case study of Jianghan，China[J]. International Journal of Rock Mechanics and Mining Sciences，2024，177：105737.
[8] 杨春和，王贵宾，施锡林，等. 中国大规模盐穴储氢需求与挑战[J]. 岩土力学，2024，45(1)：1–19.(YANG Chunhe，WANG Guibin，SHI Xilin，et al. Demands and challenges of large-scale salt cavern hydrogen storage in China[J]. Rock and Soil Mechanics，2024，45(1)：1–19.(in Chinese))
[9] 施锡林，马洪岭，章雨豪. 高杂质盐矿已有溶腔大规模储气技术研究进展[J]. 山东科技大学学报：自然科学版，2020，39(4)：55–65. (SHI Xilin，Ma Hongling，ZHANG Yuhao. Advances of large-scale gas storage technology in existing salt caverns in high insoluble salt formations[J]. Journal of Shandong University of Science and Technology：Natural Science，2020，39(4)：55–65.(in Chinese))
[10] LI Y，SHI X，CHEN X，et al. Field experiment research on the penetrability of insoluble sediment in high-impurity salt mine caverns[J]. Geoenergy Science and Engineering，2026，257：214196.
[11] LI P，LI Y，SHI X，et al. Frictional loss and permeability estimation of sediment in salt cavern：A combined approach of mathematical model，experimental validation，and numerical simulations[J]. Geoenergy Science and Engineering，2025，244：213497.
[12] 施锡林，李银平，马洪岭，等. 盐矿老腔全采动空间注气排卤方法[P]. 中国：ZL2017110502652，2017–10–31.(SHI Xilin，LI Yinping，MA Hongling，et al. A debrine method for the full mining space of an existing salt cavern[P]. China：ZL2017110502652，2017–10–31.(in Chinese))
[13] LI P，LI Y，SHI X，et al. Prediction method for calculating the porosity of insoluble sediments for salt cavern gas storage applications[J]. Energy，2021，221(8)：119815.
[14] 李银平，马洪岭，施锡林，等. 我国盐穴地下储库建设的挑战与对策研究——从“金坛模式”到“XX模式”[J]. 岩土力学，2024，45(10)：2 859–2 869.(LI Yinping，MA Hongling，SHI Xilin，et al. The challenges and countermeasure researches of salt cavern underground storage in China：from “Jintan Mode” to “XX Mode”[J]. Rock and Soil Mechanics，2024，45(10)：2 859–2 869.(in Chinese))
[15] 单保东，周照恒，刘亚静，等. 盐穴储气库高效注排采一体化管柱[J]. 石油钻采工艺，2020，42(4)：497–500.(SHAN Baodong，ZHOU Zhaoheng，LIU Yajing，et al. Efficient injection discharge production integrated string in salt-cavern gas storages[J]. Oil Drilling and Production Technology，2020，42(4)：497–500.(in Chinese))
[16] 李朋，李银平，施锡林，等. 多夹层盐矿水采沉渣空隙特征与储气能力评价[J]. 岩土力学，2022，43(1)：76–86.(LI Peng，LI Yinping，SHI Xilin，et al. Pore characteristics and volume capacity evaluation of insoluble sediments for gas storage in multi-interbedded salt formations[J]. Rock and Soil Mechanics，2022，43(1)：76–86.(in Chinese))
[17] 李银平，施锡林，刘伟，等. 盐穴水溶造腔建槽期不溶物运动性态及应用研究[J]. 岩石力学与工程学报，2016，35(1)：23–31.(LI Yinping，SHI Xilin，LIU Wei，et al. Motion of insoluble subsidence during leaching sump for salt cavern storage[J]. Chinese Journal of Rock Mechanics and Engineering，2016，35(1)：23–31.(in Chinese))
[18] 罗杨. 储气库二次排卤防泥沙工艺技术研究[硕士学位论文][D]. 北京: 中国石油大学，2022.(LUO Yang. Research on technology of secondary brine discharge and mud sand control in gas storage[M. S. Thesis][D]. Beijing: China University of Petroleum，2022.(in Chinese))
[19] LI P，LI Y，SHI X，et al. Experimental and theoretical research on the debrining process in sediments for a gas storage salt cavern[J]. Geoenergy Science and Engineering，2023，225：211667.
[20] AHFIR N D，BENAMAR A，ALEM A，et al. Influence of internal structure and medium length on transport and deposition of suspended particles：a laboratory study[J]. Transport in Porous Media，2009，76(2)：289–307.
[21] ALEM A，ELKAWAFI A，AHFIR N D，et al. Filtration of kaolinite particles in a saturated porous medium：hydrodynamic effects[J]. Hydrogeology Journal，2013，21(3)：573–586.
[22] 白冰，张鹏远，宋晓明，等. 渗透作用下多孔介质中悬浮颗粒的迁移过程研究[J]. 岩土工程学报，2015，37(10)：1 786–1 793.(BAI Bing，ZHANG Pengyuan，SONG Xiaoming，et al. Transport processes of suspended particles in saturated porous media by column seepage tests[J]. Chinese Journal of Geotechnical Engineering，2015，37(10)：1 786–1 793.(in Chinese))
[23] 张明斌. 河床砂卵石介质渗透特性的试验研究及应用[博士学位论文][D]. 太原：太原理工大学，2013. (ZHANG Mingbin. Experimental study and application on permeability characteristics of riverbed sandy pebble media[Ph. D. Thesis][D]. Taiyuan：Taiyuan University of Technology，2013.(in Chinese))
[24] ZHAO J，SHAN T. Coupled CFD-DEM simulation of fluid-particle interaction in geomechanics[J]. Powder Technology，2013，239：248–258.
[25] BUI H H，NGUYEN G D. A coupled fluid-solid SPH approach to modelling flow through deformable porous media[J]. International Journal of Solids and Structures，2017，125：244–264.
[26] YANG Q，CHENG K，WANG Y，et al. Improvement of semi-resolved CFD-DEM model for seepage-induced fine-particle migration：Eliminate limitation on mesh refinement[J]. Computers and Geotechnics，2019，110：1–18.
[27] HU Z，ZHANG Y，YANG Z. Suffusion-induced deformation and microstructural change of granular soils：a coupled CFD-DEM study[J]. Acta Geotechnica，2019，14(3)：795–814.
[28] ZHAO J，ZHAO S，LUDING S. The role of particle shape in computational modelling of granular matter[J]. Nature Reviews Physics，2023，5：505–525.
[29] CHENG K，WANG Y，YANG Q. A semi-resolved CFD-DEM model for seepage-induced fine particle migration in gap-graded soils[J]. Computers and Geotechnics，2018，100：30–51.
[30] 刘德天，傅旭东，王光谦. CFD-DEM耦合计算中的体积分数算法[J]. 清华大学学报：自然科学版，2017，57(7)：720–727.(LIU Detian，FU Xudong，WANG Guangqian. Volume fractional location using characteristic points for coupled CFD-DEM calculations[J]. Journal of Tsinghua University ：Science and Technology，2017，57(7)：720–727.(in Chinese))
[31] 陈锋，杨海军，杨春和. 盐岩储气库注气排卤期剩余可排卤水分析[J]. 岩土力学，2009，30(12)：3 602–3 606.(CHEN Feng，YANG Haijun，YANG Chunhe. Analysis of residual brine of salt rock gas storage during injecting gas to eject brine[J]. Rock and Soil Mechanics，2009，30(12)：3 602–3 606.(in Chinese))
[32] 王斌. 金坛盐穴储气库注气排卤管口附近沉渣颗粒运动规律研究[J]. 土工基础，2020，34(4)：515–519.(WANG Bin. Movements of sediment particles near the inlet of a brine discharge pipe of a salt cavern for gas storage[J]. Soil Engineering and Foundation，2020，34(4)：515–519.(in Chinese))
[33] WANG T，YANG C，WANG H，et al. Debrining prediction of a salt cavern used for compressed air energy storage[J]. Energy，2018，147：464–476.
[34] WANG T，CHAI G，CEN X，et al. Safe distance between debrining tubing inlet and sediment in a gas storage salt cavern[J]. Journal of Petroleum Science and Engineering，2021，196：107707.
[35] 施锡林，李银平，杨春和，等. 盐穴储气库水溶造腔夹层垮塌力学机制研究[J]. 岩土力学，2009，30(12)：3 615–3 620.(SHI Xilin，LI Yinping，YANG Chunhe，et al. Research on mechanical mechanism of interlayer collapse in solution mining for salt cavern gas storage[J]. Rock and Soil Mechanics，2009，30(12)：3 615–3 620.(in Chinese))
[36] YANG J，LI H，YANG C，et al. Physical simulation of flow field and construction process of horizontal salt cavern for natural gas storage[J]. Journal of Natural Gas Science and Engineering，2020，82：103527.
[37] WANG J，WANG Z，ZENG Q，et al. Simulation of flow field of solution mining salt cavities for underground gas storage[J]. Journal of Energy Resources Technology，2022，145(2)：1–19.
[38] 吴宁，张琪，曲占庆. 固体颗粒在液体中沉降速度的计算方法评述[J]. 石油钻采工艺，2000，22(2)：56–83.(WU Ning，ZHANG Qi，QU Zhanqing. Evaluation on calculation methods of solid particle settling velocity in fluid[J]. Oil Drilling and Production Technology，2000，22(2)：56–83.(in Chinese))
[39] HAIDER A，LEVENSPIEL O. Drag coefficient and terminal velocity of spherical and nonspherical particles[J]. Powder Technology，1989，58(1)：63–70.
[40] XIANG J，MCGLINCHEY D，LATHAM J-P. An investigation of segregation and mixing in dense phase pneumatic conveying[J]. Granular Matter，2010，12(4)：345–355.
[41] DAHL S R，HRENYA C M. Size segregation in rapid，granular flows with continuous size distributions[J]. Physics of Fluids，2004，16(1)：1–13.
[42] ZHOU Z Y，KUANG S B，CHU K W，et al. Discrete particle simulation of particle–fluid flow：model formulations and their applicability[J]. Journal of Fluid Mechanics，2010，661：482–510.
[43] BROSH T，KALMAN H，LEVY A. DEM simulation of particle attrition in dilute-phase pneumatic conveying[J]. Granular Matter，2011，13(2)：175–181.
[44] 范良士，朱超. 气固两相流原理[M]. 北京：科学出版社，2018：4–5.(FAN Liangshi，ZHU Chao. Principles of gas-solid flows[M]. Beijing：Science Press，2018：4–5.(in Chinese))
[45] GE X，LI Y，SHI X，et al. Experimental device for the study of liquid-solid coupled flutter instability of salt cavern leaching tubing[J]. Journal of Natural Gas Science and Engineering，2019，66：168–179.
[46] 张瑞谨. 河流泥沙动力学[M]. 北京：中国水利水电出版社，1998：55-57. (ZHANG Ruijin. River sediment dynamics[M]. Beijing：China Water and Electric Press，2010：55–57.(in Chinese))
[47] DELLINO P，MELE D，BONASIA R，et al. The analysis of the influence of pumice shape on its terminal velocity[J]. Geophysical Research Letters，2005，32(21)：L21306.
[48] 葛鑫博，李银平，李金龙，等. 盐穴储库水溶造腔夹层垮塌块体下落性态及应用[J]. 岩石力学与工程学报，2023，42(4)：918–929.(GE Xinbo，LI Yinping，LI Jinlong，et al. Falling behavior and application of interlayer-collapse-formed blocks during solution mining in salt cavern storages[J]. Chinese Journal of Rock Mechanics and Engineering，2023，42(4)：918–929.(in Chinese))
[49] 窦国仁. 再论泥沙起动流速[J]. 泥沙研究，1999，(6)：1–9.(DOU Guoren. Incipient motion of coarse and fine sediment[J]. Journal of Sediment Research，1999，(6)：1–9.(in Chinese))
[50] 韩其为，何明民. 泥沙起动规律及起动流速[M]. 北京：科学出版社，1999：3–4.(HAN Qiwei，HE Mingmin. Initiation law and initiation flow velocity of sediment[M]. Beijing：Science Press，1999：3–4.(in Chinese))
[51] 孟震. 泥沙颗粒相对隐蔽度理论分析及其应用[硕士学位论文][D]. 武汉：长江科学院，2011.(MENG Zhen. Theoretical analysis on relative hidden degrees of sediment particles and its application[M. S. Thesis][D]. Wuhan：Changjiang River Scientific Research Institute，2011.(in Chinese))
[52] 孙其诚，王光谦. 静态堆积颗粒中的力链分布[J]. 物理学报，2008，57(8)：4 667–4 674.(SUN Qicheng，WANG Guangqian. Force distribution in static granular matter in two dimensions[J]. Acta Physica Sinica，2008，57(8)：4 667–4 674.(in Chinese))
[53] ZHANG X，TAHMASEBI P. Coupling irregular particles and fluid：Complex dynamics of granular flows[J]. Computers and Geotechnics，2022，143：104624.
[54] LAI Z，ZHAO J，ZHAO S，et al. Signed distance field enhanced fully resolved CFD-DEM for simulation of granular flows involving multiphase fluids and irregularly shaped particles[J]. Computer Methods in Applied Mechanics and Engineering，2023，414：116195.
[55] CHU K W，YU A B. Numerical simulation of complex particle–fluid flows[J]. Powder Technology，2008，179(3)：104–114.
[56] MA D，DUAN H，LI X，et al. Effects of seepage-induced erosion on nonlinear hydraulic properties of broken red sandstones[J]. Tunnelling and Underground Space Technology，2019，91：102993.
[57] SOUSANI M，HOBBS A M，ANDERSON A，et al. Accelerated heat transfer simulations using coupled DEM and CFD[J]. Powder Technology，2019，357：367–376.
[58] CUNDALL P A，STRACK O D L. A discrete numerical model for granular assemblies[J]. Geotechnique，1979，29(1)：47–65.
[59] ZHOU Y C，WRIGHT B D，YANG R Y，et al. Rolling friction in the dynamic simulation of sandpile formation[J]. Physica A：Statistical Mechanics and its Applications，1999，269(2)：536–553.
[60] DI FELICE R. The voidage function for fluid-particle interaction systems[J]. International Journal of Multiphase Flow，1994，20(1)：153–159.
[61] KAWANO K，SHIRE T，O'SULLIVAN C. Coupled particle-fluid simulations of the initiation of suffusion[J]. Soils and Foundations，2018，58(4)：972–985.
[62] WANG T，DING S，WANG H，et al. Mathematic modelling of the debrining for a salt cavern gas storage[J]. Journal of Natural Gas Science and Engineering，2018，50：205–214.
[63] 任众鑫，李建君，汪会盟，等. 基于分形理论的盐岩储气库腔底堆积物粒度分布特征[J]. 油气储运，2017，36(3)：279–283.(REN Zhongxin，LI Jianjun，WANG Huimeng，et al. Granularity distribution characteristics of deposits at the bottom of salt rock gas storage based on fractal theory[J]. Oil and Gas Storage and Transportation，2017，36(3)：279–283.(in Chinese))
[64] 韩杰鹏. 盐穴储气库腔底堆积物空隙体积研究[硕士学位论文][D]. 成都：西南石油大学，2015.(HAN Jiepeng. Study on the void volume of sediment accumulated at the bottom of salt cavern gas storage[M. S. Thesis][D]. Chengdu：Southwest Petroleum University，2015.(in Chinese))
[65] WU C L，BERROUK A S，NANDAKUMAR K. Three-dimensional discrete particle model for gas-solid fluidized beds on unstructured mesh[J]. Chemical Engineering Journal，2009，152(2)：514–529.