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Coal Geology & Exploration

Authors

WANG Wenxue, Henan Province Key Laboratory of Rock and Soil Mechanics and Structural Engineering, North China University of Water Resources and Electric Power, Zhengzhou 450045, China; Key Laboratory of Xinjiang Coal Bearing Resources Exploration and Exploitation, Urumqi 830023, China; Henan Provincial International Joint Laboratory for Landslide Flow Monitoring and Early Warning, North China University of Water Resources and Electric Power, Zhengzhou 450045, ChinaFollow
WANG Bosen, Henan Province Key Laboratory of Rock and Soil Mechanics and Structural Engineering, North China University of Water Resources and Electric Power, Zhengzhou 450045, China; Henan Provincial International Joint Laboratory for Landslide Flow Monitoring and Early Warning, North China University of Water Resources and Electric Power, Zhengzhou 450045, China
GAO Yanwei, China Aerospace Planning and Design Group Co., Ltd., Beijing 102627, China
WU Bing, Henan Province Key Laboratory of Rock and Soil Mechanics and Structural Engineering, North China University of Water Resources and Electric Power, Zhengzhou 450045, China; Henan Provincial International Joint Laboratory for Landslide Flow Monitoring and Early Warning, North China University of Water Resources and Electric Power, Zhengzhou 450045, China
NIE Tianyu, Henan Province Key Laboratory of Rock and Soil Mechanics and Structural Engineering, North China University of Water Resources and Electric Power, Zhengzhou 450045, China; Henan Provincial International Joint Laboratory for Landslide Flow Monitoring and Early Warning, North China University of Water Resources and Electric Power, Zhengzhou 450045, China

Abstract

The water pressure in aquifers is transmitted as energy, with a transmission rate much higher than the migration rate of water particles. The water-pressure transmission rate holds great significance for the safe construction and disaster forecast and prediction of underground engineering under high-pressure water aquifers and bodies. Focusing on the confined aquifers bearing no cohesive soil, this study explored the law governing the changes in the water-pressure transmission rate through theoretical analysis, numerical simulations, field experiments, and laboratory physical model tests. Key findings are as follows: (1) The transmission of water-pressure changes in the aquifers exhibited noticeable hysteresis. The transmission rate was not infinitely high or close to the speed of sound, being subjected to gradual decay with increasing transmission distance. For the radial transmission of the water pressure, there was a quadratic function relationship between the lag time t and the distance r. (2) A higher stable-boundary hydraulic head corresponded to a higher transmission rate under the same water pressure in the confined aquifers, and a greater permeability coefficient was associated with a higher water-pressure transmission rate. (3) Under a certain permeability coefficient, the fitting coefficient C between the lag time and distance of the water-pressure transmission decreased exponentially with an increase in the stable-boundary hydraulic head. (4) Field tests show that when the stable-boundary hydraulic head differed slightly, the average water-pressure transmission rate roughly remained the same in the case of a long transmission distance. (5) As indicated by laboratory tests, with an increase in the transmission distance, the transient pulse water pressure exhibited significant variations in waveforms, a gradual decrease in the peak pressure, prolonged wavelength of pulse pressure waves, and a decrease in the transmission rate of the peak pressure. The transmission rate of the transient pulse water pressure decreased exponentially with an increase in the transmission distance, indicating rapid energy decay with an increase in the transmission distance. (6) For the transient pulse pressure, a higher value corresponded to a higher transmission rate of the initial stage; however, the decay amplitude of its transmission rate increased with an increase in the transmission distance. The results of this study can serve as an important theoretical and practical guide for understanding the influencing mechanisms of the law governing the variations in water-pressure transmission rate and their application in the prediction, prevention, and treatment of water inrush disasters in underground engineering.

Keywords

cohesionless soil, confined aquifer, water pressure transmission rate, hysteresis effect, coefficient of pressure conductivity, decay law

DOI

10.12363/issn.1001-1986.23.09.0543

Reference

[1] 李小二,郑顺元,卓运亮,等. 冲积层高水压含水体下工作面突水溃砂机理分析[J]. 煤炭技术,2023,42(4):114−117.

LI Xiaoer,ZHENG Shunyuan,ZHUO Yunliang,et al. Mechanism analysis of water–sand inrush in working face under alluvial high water pressure[J]. Coal Technology,2023,42(4):114−117.

[2] 张冬梅,卜祥洪,周文鼎,等. 内水压条件下盾构隧道复合衬砌破坏机理原型试验研究[J]. 土木工程学报,2023,56(6):126−135.

ZHANG Dongmei,BU Xianghong,ZHOU Wending,et al. Prototype text on failure mechanism of shield tunnel with reinforced concrete inner lining under internal water pressure[J]. China Civil Engineering Journal,2023,56(6):126−135.

[3] 裴毅峰. 煤层开采顶板破坏规律及突水危险性评价研究[D]. 徐州:中国矿业大学,2020.

PEI Yifeng. Research on roof failure law and water inrush risk evaluation of coal seam mining[D]. Xuzhou:China University of Mining and Technology,2020.

[4] DOAN M L,BRODSKY E E,KANO Y,et al. In situ measurement of the hydraulic diffusivity of the active Chelungpu Fault,Taiwan[J]. Geophysical Research Letters,2006,33(16):L16317.

[5] 于文龙. 基于地下水对洪水响应的含水层水力参数反演[D]. 北京:中国地质大学(北京),2014.

YU Wenlong. Estimation of aquifer hydraulic parameters using the flood wave response method[D]. Beijing:China University of Geosciences (Beijing),2014.

[6] 毛昶熙,段祥宝,蔡金傍,等. 洪峰过程非稳定渗流管涌试验研究与理论分析[J]. 水利学报,2005,36(9):1105−1114.

MAO Changxi,DUAN Xiangbao,CAI Jinbang,et al. Piping experimental study and theoretical analysis of unsteady seepage flow during flood peak[J]. Journal of Hydraulic Engineering,2005,36(9):1105−1114.

[7] 陈瑞阁,周训,宋超,等. 海潮引起有越流的滨海承压含水层地下水头变化的数值模拟[J]. 现代地质,2013,27(6):1465−1470.

CHEN Ruige,ZHOU Xun,SONG Chao,et al. Numerical modeling of groundwater level oscillations in a coastal leaky confined aquifer induced by the tide[J]. Geoscience,2013,27(6):1465−1470.

[8] WU Feng,SUN Zhongxiao,WANG Fengting,et al. Identification of the critical transmission sectors and typology of industrial water use for supply–chain water pressure mitigation[J]. Resources,Conservation & Recycling,2018,131:305–312.

[9] 赵宝峰. 灰色关联度在井下钻孔疏放水效果分析中的应用[J]. 辽宁工程技术大学学报(自然科学版),2013,32(3):289−292.

ZHAO Baofeng. Application of gray correlation in the effect analysis of underground drilling water drainage[J]. Journal of Liaoning Technical University (Natural Science),2013,32(3):289−292.

[10] 王文学,郝清扬,薛景元,等. 含水层底部单孔非完整疏放水井渗流特征砂槽试验[J]. 煤炭学报,2023,48(3):1290−1301.

WANG Wenxue,HAO Qingyang,XUE Jingyuan,et al. Sand tank text on seepage characteristics of a single partially penetrating de–watering well from the bottom of an overlying aquifer[J]. Journal of China Coal Society,2023,48(3):1290−1301.

[11] 夏兵兵,陈亮,高为壮,等. 多孔介质水体渗流特性研究[J]. 科学技术与工程,2015,15(2):284−289.

XIA Bingbing,CHEN Liang,GAO Weizhuang,et al. Study of seepage characteristics of water in porous medium[J]. Science Technology and Engineering,2015,15(2):284−289.

[12] 张兆顺,崔桂香. 流体力学(第3版)[M]. 北京:清华大学出版社,2015.

[13] MUSKAT M. The flow of homogeneous fluids through porous media[M]. McGraw–Hill,1937.

[14] 张宏仁. 地下水非稳定流理论的发展和应用[M]. 北京:地质出版社,1975.

[15] 薛凤海. 压力传导系数物理意义及其应用探讨[J]. 内蒙古农牧学院学报,1987,8(3):120−125.

XUE Fenghai. Going torther into the physical meaning and application of hydraulic diffusivity[J]. Journal of Inner Mongolia College of Agriculture & Animal Husbandry,1987,8(3):120−125.

[16] 卢玉东. 潜水含水层水压力传递的时效性[J]. 西安地质学院学报,1997,19(增刊1):57−60.

LU Yudong. Piezometric head propagation in unconfined aquifer[J]. Journal of Xi’an College of Geology,1997,19(Sup.1):57−60.

[17] 卢玉东,李佩成. 承压含水层水压力传递滞流效应的定量分析[J]. 灌溉排水学报,2006,25(4):48−51.

LU Yudong,LI Peicheng. Quantitative analysis of water head lag effect in confined aquifer[J]. Journal of Irrigation and Drainage,2006,25(4):48−51.

[18] 陈亮,罗春木,秦快乐,等. 堤基非稳定水压力传递滞后效应研究[J]. 防灾减灾工程学报,2018,38(6):904−910.

CHEN Liang,LUO Chunmu,QIN Kuaile,et al. Study on water head lag effect of unsteady seepage in dike foundation[J]. Journal of Disaster Prevention and Mitigation Engineering,2018,38(6):904−910.

[19] ROUSSEAU–GUEUTIN P,LOVE A J,VASSEUR G,et al. Time to reach near–steady state in large aquifers[J]. Water Resources Research,2013,49(10):6893−6908.

[20] 车用太,杨会年,张仲禄,等. 地下水微动态形成过程的水动力学模拟试验研究[J]. 地震,1989(5):40−49.

CHE Yongtai,YANG Huinian,ZHANG Zhonglu,et al. Hydrodynamic simulation test and research on the formation process of groundwater microbehavior[J]. Earthquake,1989(5):40−49.

[21] FERRIS J G. Cyclic fluctuations of water level as a basis for determining aquifer transmissibility[R]. US Geological Survey,1952:1–17.

[22] 车用太,唐毅,鱼金子. 水位波动信息在含水层中传播特性的实验研究[J]. 地震研究,1995,18(4):365−370.

CHE Yongtai,TANG Yi,YU Jinzi. Experiment studies on the features of the transmission of water wave information through aquifer[J]. Journal of Seismological Research,1995,18(4):365−370.

[23] 周博涛,苏义脑,王家进. 高频钻井液压力波衰减模型及规律研究[J]. 煤田地质与勘探,2023,51(9):44−50.

ZHOU Botao,SU Yinao,WANG Jiajin. Attenuation model and law of high–frequency drilling fluid pressure wave[J]. Coal Geology & Exploration,2023,51(9):44−50.

[24] 陈蠡,丁利. 低渗透储层导压系数的基本特征及应用[J]. 中国石油大学胜利学院学报,2010,24(3):1−2.

CHEN Li,DING Li. Basic characteristics and application of low permeability reservoir conductivity[J]. Journal of Shengli College China University of Petroleum,2010,24(3):1−2.

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