1.中铁第一勘察设计院集团有限公司,陕西 西安 710043
2.宁波大学岩石力学研究所,浙江 宁波 315211
3.宁波市能源地下结构重点实验室,浙江 宁波 315211
4.苏尼特左旗元储科技有限公司,内蒙古 锡林郭勒盟 011300
刘小刚(1974—),男,学士,正高级工程师,从事隧道与压缩空气储能人工洞室等方面的研究工作,E-mail:397287371@qq.com;
夏才初,教授,主要从事压气储能地下洞室的研究,E-mail:tjxiaccb@126.com。
收稿:2026-08-12,
修回:2026-09-06,
网络首发:2026-09-26,
移动端阅览
刘小刚, 徐栋烨, 袁自力, 等. 不同首次充气模式下压缩空气储能洞室的温度演化规律[J]. 储能科学与技术, XXXX, XX(XX): 1-12.
LIU Xiaogang, XU Dongye, HAN Yun, et al. Temperature evolution of compressed air energy storage caverns under different initial charging modes[J]. Energy Storage Science and Technology, XXXX, XX(XX): 1-12.
刘小刚, 徐栋烨, 袁自力, 等. 不同首次充气模式下压缩空气储能洞室的温度演化规律[J]. 储能科学与技术, XXXX, XX(XX): 1-12. DOI: 10.19799/j.cnki.2095-4239.2026.0706.
LIU Xiaogang, XU Dongye, HAN Yun, et al. Temperature evolution of compressed air energy storage caverns under different initial charging modes[J]. Energy Storage Science and Technology, XXXX, XX(XX): 1-12. DOI: 10.19799/j.cnki.2095-4239.2026.0706.
为准确掌握不同充气模式下压缩空气储能(CAES)洞室的温度演化规律,并实现洞室温升的有效调控,本文基于Peng-Robinson真实气体状态方程,建立了考虑空气重力效应的热-流耦合数值模型,系统揭示了空气重力对CAES洞室温度场的作用机制。在此基础上,分析了不同充气模式下洞室的温升特性,并提出相应的温升调控策略。结果表明,立罐式CAES洞室温度响应的数值计算中不可忽略空气重力效应。温差导致的空气密度差异在重力作用下显著强化了洞室内的空气流动,使竖向壁面附近的流速达到7~8 m/s,约为忽略重力时(0.5 m/s)的14~16倍;洞室内空气平均温度峰值由128.3℃降至80.4℃,降幅为37.3%;空气温度空间分布更加均匀,局部高温区温度与空气平均温度之间的差异显著减小。延长首次充气时长以及采用低压阶段慢充的阶梯式充气模式,均可有效降低CAES洞室空气温度峰值及温升速率。当首次充气时长由24 h增至72 h时,空气平均温度峰值降幅约为21%;当0.1~0.3 MPa低压阶段的充气时长由1 h延长至2.6 h时,空气温度峰值降低约14.0℃。据此,提出“延长首次充气时长、降低低压阶段充气速率”的CAES洞室温升调控策略。
To accurately characterize the temperature evolution in compressed air energy storage (CAES) caverns under different charging modes and achieve effective control of cavern temperature rise
a coupled thermo-fluid numerical model accounting for the gravitational effect on air was developed based on the Peng-Robinson real-gas equation of state. The model was used to systematically elucidate the mechanism by which gravity affects the temperature field in a CAES cavern. The temperature-rise characteristics under different charging modes were then investigated
and corresponding thermal regulation strategies were proposed. The results show that the gravitational effect on air cannot be neglected when numerically simulating the thermal response of a vertical-tank CAES cavern. Air density differences induced by temperature gradients
together with gravity
substantially enhance air circulation within the cavern
increasing the air velocity near the vertical walls to 7-8 m/s
approximately 14-16 times the value obtained when gravity is neglected (0.5 m/s). Consequently
the peak volume-averaged air temperature decreases from 128.3℃ to 80.4℃
representing a reduction of 37.3%. The spatial distribution of air temperature also becomes more uniform
and the difference between the temperature in local high-temperature regions and the volume-averaged air temperature is significantly reduced. Extending the initial charging duration and adopting a staged charging mode with a lower charging rate at the low-pressure stage both effectively reduce the peak air temperature and the temperature-rise rate. When the initial charging duration increases from 24 h to 72 h
the peak volume-averaged air temperature decreases by approximately 21%. When the charging duration in the low-pressure range of 0.1-0.3 MPa is extended from 1.0 h to 2.6 h
the peak air temperature decreases by approximately 14.0℃. Accordingly
a temperature-rise regulation strategy combining an extended initial charging duration with a reduced charging rate at the low-pressure stage is proposed for CAES caverns.
BUDT M, WOLF D, SPAN R, et al. A review on compressed air energy storage: Basic principles, past milestones and recent developments[J]. Applied Energy, 2016, 170: 250-268.
BAZDAR E, SAMETI M, NASIRI F, et al. Compressed air energy storage in integrated energy systems: A review[J]. Renewable and Sustainable Energy Reviews, 2022, 167: 112701.
杨春和, 王同涛. 我国深地储能机遇、挑战与发展建议[J]. 科学通报, 2023, 68(36):4887-4894.
YANG C H, WANG T T. Opportunities, Challenges and Development Suggestions for Deep Earth Energy Storage in China [J]. Chinese Science Bulletin, 2023, 68(36): 4887-4894.
YANG C, WANG T T, CHEN H. Theoretical and technological challenges of deep underground energy storage in China[J]. Engineering, 2023, 25: 168-181.
孙冠华, 朱开源, 纪文栋, 等. 压缩空气储能电站地下硐库的基本概念、设计理念与方法[J]. 隧道与地下工程灾害防治, 2024, 6(01): 14-23.
SUN G H, ZHU K Y, JI W D, et al. Basic Concepts, Design Principles, and Methods for Underground Caverns in Compressed Air Energy Storage Power Plants [J]. Disaster Prevention and Control in Tunnels and Underground Engineering, 2024, 6(01): 14–23.
孙冠华, 王娇, 于显杨, 等. 压缩空气储能电站地下内衬硐库基本原理与分析方法研究进展[J]. 岩土力学, 2025, 46(01): 1-25.
SUN G, WANG J, YU X Y, et al. Research Progress on the Basic Principles and Analysis Methods of Underground Lined Caverns for Compressed Air Energy Storage Power Plants [J]. Rock and Soil Mechanics, 2025, 46(01): 1–25.
夏开宗, 向欣, 缪秀秀, 等. 硬岩内衬地下洞室大规模压缩空气储能关键问题与技术[J]. 华中科技大学学报(自然科学版), 2025, 53(08): 106-125.
XIA K Z, XIANG X, MIAO X X, et al. Key Issues and Technologies for Large-Scale Compressed Air Energy Storage in Underground Cavities Lined with Hard Rock [J]. Journal of Huazhong University of Science and Technology (Natural Science Edition), 2025, 53(08): 106–125.
CROTOGINO F, MOHMEYER K U, SCHARF R. Huntorf CAES: More than 20 years of successful operation[C]//SMRI Spring Meeting. Orlando, USA, 2001.
KIM H M, RUTQVIST J, RYU D W, et al. Exploring the concept of compressed air energy storage (CAES) in lined rock caverns at shallow depth: A modeling study of air tightness and energy balance[J]. Applied Energy, 2012, 92: 653-667.
KUSHNIR R, DAYAN A, ULLMANN A. Temperature and pressure variations within compressed air energy storage caverns[J]. International Journal of Heat and Mass Transfer, 2012, 55(21/22): 5616-5630.
RAJU M, KHAITAN S K. Modeling and simulation of compressed air storage in caverns: A case study of the Huntorf plant[J]. Applied Energy, 2012, 89(1): 474-481.
XIA C C, ZHOU Y, ZHOU S W, et al. A simplified and unified analytical solution for temperature and pressure variations in compressed air energy storage caverns[J]. Renewable Energy, 2015, 74: 718-726.
刘澧源, 蒋中明, 王江营, 等. 压气储能电站地下储气库之压缩空气热力学过程分析[J]. 储能科学与技术, 2018, 7(02):232-239.
LIU L Y, JIANG Z M, WANG J Y, et al. Analysis of Thermodynamic Processes in Underground Compressed Air Storage Facilities for Compressed Air Energy Storage Power Plants [J]. Energy Storage Science and Technology, 2018, 7(02): 232–239.
蒋中明, 郭菁, 唐栋. 压气储能地下储气库压缩湿空气热力学模型[J]. 储能科学与技术, 2021, 10(02): 638-646.
JIANG Z M, GUO J, TANG D. Compressed air energy storage underground gas storage compressed wet air thermodynamic model [J]. Energy storage science and techn-ology, 2021, 10 (02): 638-646.
蒋中明, 廖峻慧, 肖喆臻, 等. 压缩空气储能地下储气库热力学改进模型研究[J]. 长沙理工大学学报(自然科学版), 2024, 21(02): 32-41.
JIANG Z M, LIAO J H, XIAO Z Z, et al. Underground gas storage of compressed air energy storage therm-odynamics improved model study [J]. Journal of changsha university of science and technology (natural science edition), 2024, 21 (02): 32-41.
周舒威, 夏才初, 张平阳, 等. 地下压气储能圆形内衬洞室内压和温度引起应力计算[J]. 岩土工程学报, 2014, 36(11): 2025-2035.
ZHOU S W, XIA C C, ZHANG P Y, et al. Stress calculation caused by pressure and temperature in undergrou-nd compressed gas energy storage circular liner chambers [J]. Chinese Journal of Geotechnical Engineering, 2014, 36(11): 2025-2035.
VERSTEEG H K, MALALASEKERA W. An introduction to computational fluid dynamics: the finite volume method[M]. 2nd ed. Harlow: Pearson Education, 2007.
GENG X, SUN G H, WU K, et al. Thermodynamic analysis of lined rock caverns for initial inflation and cyclic operational conditions in compressed air energy storage[J]. Journal of Energy Storage, 2024, 99: 113253.
蒋中明, 欧阳钰榕, 韩克武, 等. 地下储气库压缩空气温度时空分布与温控方法[J]. 工程热物理学报, 2023, 44(12): 3433-3444.
JIANG Z M, OU YANG Y R, HAN K W, et al. Spatio-temporal distribution and Temperature control method of Compressed Air in Underground gas storage [J]. Chinese Journal of Engineering Thermophysics, 2023, 44(12): 3433-3444.
孙冠华, 耿璇, 于显杨, 等. 压缩空气储能电站地下洞室首次充气的温度响应与局部高温控制方法[J]. 热力发电, 2024, 53(09): 29-38.
SUN G H, GENG X, YU X Y, et al. Temperature Response and Local high-temperature Control Method for the First Inflation of Underground Cavern in Compressed Air Energy Storage Power Station [J]. Thermal Power Generation, 2024, 53(09): 29-38.
LIAO J H, JIANG Z M, OU YANG Y R, et al. Numerical investigation on thermodynamic features and exergy efficiency of man-made caverns for CAES[J]. Thermal Science and Engineering Progress, 2025, 68: 104305.
陈国栋. 地下盐穴储气库注采运行热力工况及稳定性分析[D]. 中国石油大学(北京), 2023.
CHEN G D. Analysis of Thermal Conditions and Stability During Injection and Production Operations in Underground Salt Cavity Gas Storage Facilities [D]. China University of Petroleum (Beijing), 2023.
Peng D Y, Robinson D B. A new two-constant equation of state[J]. Industrial & Engineering Chemistry Fundamentals, 1976, 15(1): 59–64.
Bell I H, Satyro M, Lemmon E W. Consistent Twu parameters for more than 2500 pure fluids from critically evaluated experimental data[J]. Journal of Chemical & Engineering Data, 2018, 63(7): 2402–2409.
0
浏览量
0
下载量
0
CSCD
关联资源
相关文章
相关作者
相关机构
京公网安备11010102001997号