Citation: | CHENG Donghui, LAN Yingbo, YUAN Jing, XIANG Lin, YANG Xiaoting, QIAO Xiaoying, DENG Lin, WANG Zilin, WANG Qing. The response of hydraulic conductivity to air-trapped saturation in a dissolution process of trapped-air in quasi-saturated fine sands media[J]. Hydrogeology & Engineering Geology, 2024, 51(6): 1-7. doi: 10.16030/j.cnki.issn.1000-3665.202401015 |
The hydraulic conductivity of a quasi-saturated aquifer decreases with the increase of air-trapped saturation, but it is difficult to obtain a continuous data on air-trapped saturation through the traditional displacement experiments due to limitations in experimental operations and measurement accuracy. It limits the accurate characterization of the relationship between small air-trapped saturation and the corresponding quasi-saturated hydraulic conductivity. This study designed an oxygen-trapped dissolution experiment in quasi-saturated fine sands media, instead of air-trapped, in which the soluble oxygen in water and the corresponding hydraulic conductivity can be accurately measured. Then a large amount of continuous data on air-trapped saturation and its quasi-saturated hydraulic conductivity were obtained. The experimental results show that when the air-trapped saturation is less than 5%, trapped gas may enter the ineffective pores and thus has a little effect on the value of the hydraulic conductivity. However, when the trapped gas saturation is between 5%-6%, it forms a pore throat block effect, which intensifies the influence on the hydraulic conductivity. Furthermore, a new model, i.e., van Genuchten model, was constructed to predict the quasi-saturated hydraulic conductivity. This model overcomes the shortcomings of the traditional power-law model and well characterized the feature that the small air-trapped saturation has little effect on the hydraulic conductivity. At high air-trapped saturation, the performance of van Genuchten model is comparable to the traditional model. The proposed model in this study can provide foundation for studying quasi-saturated water flow and solute transport.
[1] | GONÇALVES R D,TERAMOTO E H,ENGELBRECHT B Z,et al. Quasi-saturated layer:Implications for estimating recharge and groundwater modeling[J]. Groundwater,2020,58(3):432 − 440. doi: 10.1111/gwat.12916 |
[2] | SAKAGUCHI A,NISHIMURA T,KATO M. The effect of entrapped air on the quasi-saturated soil hydraulic conductivity and comparison with the unsaturated hydraulic conductivity[J]. Vadose Zone Journal,2005,4(1):139 − 144. doi: 10.2136/vzj2005.0139 |
[3] | 程东会,李慧,王军,等. 准饱和多孔介质中地下水驱替速率、圈闭气体饱和度和准饱和渗透系数的关系[J]. 地学前缘,2022,29(3):256 − 262. [CHENG Donghui,LI Hui,WANG Jun,et al. The relationship between groundwater displacement rate,air-entrapped saturation,and quasi-saturated hydraulic conductivity in quasi-saturated porous media[J]. Earth Science Frontiers,2022,29(3):256 − 262. (in Chinese with English abstract)] CHENG Donghui, LI Hui, WANG Jun, et al. The relationship between groundwater displacement rate, air-entrapped saturation, and quasi-saturated hydraulic conductivity in quasi-saturated porous media[J]. Earth Science Frontiers, 2022, 29(3): 256 − 262. (in Chinese with English abstract) |
[4] | SUN D,ZANG Y,PING F,et al. Quasi-saturated zones induced by rainfall infiltration[J]. Transport in Porous Media,2016,112:77 − 104. doi: 10.1007/s11242-016-0633-y |
[5] | FAYER M,HILLEL D. Air encapsulation. I:Measurement in a field soil[J]. Soil Science Society of America Journal,1986,50:568 − 572. doi: 10.2136/sssaj1986.03615995005000030005x |
[6] | CHRISTIANSEN J E. Effect of entrapped air upon the permeability of soils[J]. Soil Science,1944,58(5):355 − 366. doi: 10.1097/00010694-194411000-00002 |
[7] | FAYBISHENKO B A. Hydraulic behavior of quasi-saturated soils in the presence of entrapped air:Laboratory experiments[J]. Water Resources Research,1995,31(10):2421 − 2435. doi: 10.1029/95WR01654 |
[8] | 程东会,李爽,于丹,等. 准饱和多孔介质中圈闭气体对渗透系数的影响[J]. 水科学进展,2019,30(5):691 − 698. [CHENG Donghui,LI Shuang,YU Dan,et al. Effect of entrapped air on hydraulic conductivity in quasi-saturated porous media[J]. Advances in Water Science,2019,30(5):691 − 698. (in Chinese with English abstract)] CHENG Donghui, LI Shuang, YU Dan, et al. Effect of entrapped air on hydraulic conductivity in quasi-saturated porous media[J]. Advances in Water Science, 2019, 30(5): 691 − 698. (in Chinese with English abstract) |
[9] | BECKWITH C W,BAIRD A J. Effect of biogenic gas bubbles on water flow through poorly decomposed blanket peat[J]. Water Resources Research,2001,37(3):551 − 558. doi: 10.1029/2000WR900303 |
[10] | 李爽. 准饱和多孔介质的有效孔隙度、水力曲率和渗透系数模型研究[D]. 西安:长安大学,2020. [LI Shuang. Research on effective porosity,hydraulic curvature,and hydraulic conductivity models of quasi-saturated porous media[D]. Xi’an:Chang’an University,2020. (in Chinese with English abstract)] LI Shuang. Research on effective porosity, hydraulic curvature, and hydraulic conductivity models of quasi-saturated porous media[D]. Xi’an: Chang’an University, 2020. (in Chinese with English abstract) |
[11] | CHOONG C E,WONG K T,JANG S B,et al. Soil permeability enhancement using pneumatic fracturing coupled by vacuum extraction for in situ remediation:Pilot-scale tests with an artificial neural network model[J]. Journal of Environmental Chemical Engineering,2022,10(1):107075. doi: 10.1016/j.jece.2021.107075 |
[12] | BAEHR A L,HULT M F. Evaluation of unsaturated zone air permeability through pneumatic tests[J]. Water Resources Research,1991,27(10):2605 − 2617. doi: 10.1029/91WR01655 |
[13] | LOLL P,MOLDRUP P,SCHJØNNING P,et al. Predicting saturated hydraulic conductivity from air permeability:Application in stochastic water infiltration modeling[J]. Water Resources Research,1999,35(8):2387 − 2400. doi: 10.1029/1999WR900137 |
[14] | 王军. 驱替速率对准饱和土壤圈闭气体饱和度的影响及气体圈闭和逃逸的力学机制[D]. 西安:长安大学,2020. [WANG Jun. Effect of displacement rate on gas saturation of quasi-saturated soil trap and mechanical mechanism of gas trap and escape[D]. Xi’an:Chang’an University,2020. (in Chinese with English abstract)] WANG Jun. Effect of displacement rate on gas saturation of quasi-saturated soil trap and mechanical mechanism of gas trap and escape[D]. Xi’an: Chang’an University, 2020. (in Chinese with English abstract) |
[15] | JARSJÖ J,DESTOUNI G,YARON B. On the relation between viscosity and hydraulic conductivity for volatile organic liquid mixtures in soils[J]. Journal of Contaminant Hydrology,1997,25(1/2):113 − 127. |
[16] | FRY V A,SELKER J S,GORELICK S M. Experimental investigations for trapping oxygen gas in saturated porous media for in situ bioremediation[J]. Water Resources Research,1997,33(12):2687 − 2696. doi: 10.1029/97WR02428 |
[17] | 陈卫金,程东会,陶伟. van Genuchten模型参数的物理意义[J]. 水文地质工程地质,2017,44(6):147 − 153. [CHEN Weijin,CHENG Donghui,TAO Wei. Physical significance of the parameters in the van Genuchten model[J]. Hydrogeology & Engineering Geology,2017,44(6):147 − 153. (in Chinese with English abstract)] CHEN Weijin, CHENG Donghui, TAO Wei. Physical significance of the parameters in the van Genuchten model[J]. Hydrogeology & Engineering Geology, 2017, 44(6): 147 − 153. (in Chinese with English abstract) |
[18] | 刘青灵,简文彬,许旭堂,等. 基于可靠度方法的全基质吸力段土-水特征模型研究[J]. 水文地质工程地质,2022,49(1):92 − 100. [LIU Qingling,JIAN Wenbin,XU Xutang,et al. A study of the soil-water reliability model in the whole matric suction range[J]. Hydrogeology & Engineering Geology,2022,49(1):92 − 100. (in Chinese with English abstract)] LIU Qingling, JIAN Wenbin, XU Xutang, et al. A study of the soil-water reliability model in the whole matric suction range[J]. Hydrogeology & Engineering Geology, 2022, 49(1): 92 − 100. (in Chinese with English abstract) |
[19] | KLUMP S,TOMONAGA Y,KIENZLER P,et al. Field experiments yield new insights into gas exchange and excess air formation in natural porous media[J]. Geochimica et Cosmochimica Acta,2007,71(6):1385 − 1397. doi: 10.1016/j.gca.2006.12.006 |
[20] | STONESTROM D A,RUBIN J. Air permeability and trapped-air content in two soils[J]. Water Resources Research,1989,25(9):1959 − 1969. doi: 10.1029/WR025i009p01959 |
Sketch of experiments device
Changes in Sq and Kq with oxygen-trapped dissolution process
Calculated results from van Genuchten model
Calculated results from simplified Faybishenko model
Calculated results from the van Genuchten model and simplified Faybishenko model in the full range of air-trapped saturation (0−100%)