GMS是目前地下水数值计算的重要应用软件之一,运用GMS可以模拟地下水流分布和地下水污染物的迁移规律等。以化工厂区为例,经过地质模型概化、参数确定、调参等过程,预测污染物的浓度及污染范围。研究了该厂区渗滤液的扩散对下游抽水井的影响,建立了该厂区地下水流模型及溶质运移模型。结果表明,该区域地下水流向为自北向南,沿水流方向水位逐渐下降,水降幅度较为缓和,在下游抽水井附近形成地下水降落漏斗;污染物的浓度在持续增加,局部污染物浓度高达4.1mg/L,污染的范围也逐渐扩大,污染面积约为8.23×105 m2,污染物向下游扩散长度约1084.64 m,在垂向上,厂区位置污染物已经扩散到第二层深水含水层。若不加以控制抽水量,会加剧污染物的扩散速度。
GMS is the important groundwater numerical software to simulate groundwater flow distribution, migration of groundwater contaminants, etc. This paper takes the chemical plant zone as an example and uses GMS to predict the concentration of pollutants and the polluted area after generalizing the geological model, parameter identification, and adjusting-parameter processes. The effect of spread of the plant leachate on downstream pumping wells is studied, and.a factory model of groundwater flow and solute transport model are set up. Results show that the regional groundwater flows from north to south, and along the flow direction the water level decreases relatively moderately. Groundwater descent funnel is formed in the downstream pumping well. Pollutant concentration continues to increase, with local pollutant concentration as high as 4.1mg/L, which has gradually exceeded the scope of pollution. The pollution area is about 823509.67m2 and the downstream diffusion length is about 1084.64m. In the vertical direction, plant pollutants have spread to the second-level deep aquifer. If not controlled, the water output will intensify the pollutant diffusion velocity.
[1] 窦艳兵, 郑佳. 地下水模拟系统(GMS)软件及其应用[C].//北京市水文科学技术研讨会论文集. 中国水利水电出版社, 2008, 285-289. Dou Yanbing, Zheng Jia. Groundwater modeling system (GMS) software and applications[C]. Hydrological science and Technology Symposium, Beijing. 2008, 285-289.
[2] 祝晓彬. 地下水模拟系统(GMS)软件[J]. 水文地质工程地质, 2003(5):53-55. Zhu Xiaobin. Groundwater modeling system (GMS) software[J]. Hydrogeology and Engineering Geology, 2003(5):53-55.
[3] 薛禹群, 谢春红. 地下水数值模拟[M]. 北京:科学出版社, 2007. Xue Yuqun, Xie Chunhong. Numerical simulation of groundwater[M]. Beijing:Science Press, 2007.
[4] 戴永旺, 常云龙. 基于GMS软件的地下水数值模拟应用研究[J]. 商品与质量:学术观察, 2012(11):75-75. Dai Yongwang, Chang Yunlong. Numerical simulation of groundwater based on GMS software application[J]. Product and Quality, Academic Watch, 2012(11):75-75
[5] 薛红琴. 地下水溶质运移模型应用研究现状与发展[J]. 勘察科学技术, 2008(6):17-22. Xue Hongqin. Present situation and development of research on groundwater solute transport model[J]. Survey of Science and Technology, 2008(6):17-22.
[6] 魏林宏, 束龙仓, 郝振纯. 地下水流数值模拟的研究现状和发展趋势[J]. 重庆大学学报:自然科学版, 2000(3):50-52. Wei Linhong, Shu Longcang, Hao Zhenchun. Research status and development trend of numerical simulation of groundwater flow[J]. Journal of Chongqing University:Natural Science, 2000(3):50-52.
[7] 王喆, 卢丽, 夏日元. 基于GMS的北京西郊垃圾场地下水溶质运移模拟[J]. 人民黄河, 2012(11):85-87. Wang Zhe, Lu Li, Xia Riyuan. West of Beijing based on GMS landfill groundwater solute transport simulation[J]. People of the Yellow River, 2012(11):85-87.
[8] 朱锦程. 某化工厂厂区地下水污染现状与评价[J]. 科学中国人, 2015(3):19. Zhu Jincheng. Present situation and evaluation of groundwater pollution in a chemical factory[J]. Science in China, 2015(3):19.
[9] 薛瑞, 常远. 利用GMS模拟技术分析矿坑涌水对周围村庄的影响[J]. 环境保护科学, 2015(2):77-79. Xue Rui, Chang Yuan. GMS simulation analysis of gushing water on surrounding villages[J]. Environmental Science, 2015(2):77-79.
[10] 翁帮华, 刘国东, 杨洁, 等. 气田开发地下水污染预测模型参数的测定[J]. 石油与天然气化工, 2003, 32(4):257-260. Weng Banghua, Liu Guodong, Yang Jie, et al. Determination of parameters of groundwater pollution prediction model of gas field development[J]. Oil and Gas Chemicals, 2003, 32(4):257-260.
[11] 张新成,秦延军, 郑敏红, 等.基于GMS平台的MODFLOW在海拉尔油田数值模拟计算中的应用[C]. 石油天然气勘查技术中心站第二十次技术交流会(2012)论文集. 石油天然气勘查中心站,2012:18-22. Zhang Xincheng, Qin Yanjun, Zheng Minhong, et al. GMS platform-based application of MODFLOW to numerical simulation in hailaer oilfield[C]. Oil and Gas Exploration Technology Center 20th Seminar (2012) Proceedings. Oil and Gas Exploration Fechnology Center, 2012:18-22.
[12] Qadir A, Ahmad Z, Khan T, et al. A spatio-temporal three-dimensional conceptualization and simulation of dera ismail khan alluvial aquifer in visual MODFLOW:A case study from Pakistan[J]. Arabian Journal of Geosciences, 2016, 9(2):1-9.
[13] Fernández-Álvarez J P, Álvarez-Álvarez L, Díaz-Noriega R. Groundwater numerical simulation in an open pit mine in a limestone formation using MODFLOW[J]. Mine Water and the Environment, 2015:1-11.
[14] Chitrakar P, Sana A. Groundwater flow and solute transport simulation in eastern al batinah coastal plain, oman:Case study[J]. Journal of Hydrologic Engineering, 2015, 21(2):05015020.
[15] 高宗军. 抽水井附近地下水流运动特征[J]. 山东科技大学学报:自然科学版, 2014, 33(3):11-19. Gao Zongjun. Movement characteristics of groundwater flow near pumping wells[J]. Journal of Shandong University of Science and Technology:Natural Science Edition, 2014, 33(3):11-19
[16] 吴吉春, 陆乐. 地下水模拟不确定性分析[J]. 南京大学学报:自然科学版, 2011, 47(3):227-234. Wu Jichun, Lu Le. Groundwater simulation uncertainty analysis[J]. Journal of Nanjing University:Natural Science Edition, 2011, 47(3):227-234.
[17] 李木子, 翟远征, 左锐, 等. 地下水溶质迁移数值模型中的参数敏感性分析[J]. 南水北调与水利科技, 2014, 12(3):133-137. Li Muzi, Zhai Yuanzheng, Zuo Rui, et al. Sensitivity analysis of parameters in groundwater solute transport numerical model[J]. Route with the Water Science and Technology, 2014, 12(3):133-137.
[18] 翟远征, 王金生, 苏小四, 等. 地下水数值模拟中的参数敏感性分析[J]. 人民黄河, 2010, 32(12):99-101. Zhai Yuanzheng, Wang Jinsheng, Su Xiaosi, et al. Parameter sensitivity of groundwater numerical simulation analysis[J]. People of the Yellow River, 2010, 32(12):99-101.
[19] 刘岩磊, 王庆来. 不同流场情况下地下水弥散试验方法分析[J]. 地下水, 2014(2):10-13. Liu Yanlei, Wang Qinglai. Test method for dispersion of different groundwater flow field analysis[J]. Groundwater, 2014(2):10-13.
[20] 郑西来, 杨喜成. 地下水含水介质的弥散度测定[J]. 西安工程学院学报, 1998, 20(4):33-36. Zheng Xilai, Yang Xicheng. Determination of water dispersion of groundwater aquifer medium[J]. Journal of Xian Institute, 1998, 20(4):33-36.