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0-1整数规划在水源地开采井最优布局中的应用研究
引用本文:张远东,魏加华,邵景力,张寿全,叶超.0-1整数规划在水源地开采井最优布局中的应用研究[J].第四纪研究,2002,22(2):141-147.
作者姓名:张远东  魏加华  邵景力  张寿全  叶超
作者单位:1. 中国科学院地质与地球物理研究所,北京,100029
2. 清华大学水利水电工程系,北京,100084:
3. 中国地质大学水资源与环境工程系,北京,100083
4. 中国地质大学水资源与环境工程系,北京,100083;北京地质工程勘察院,北京,100037
摘    要:新建水源地如何最优布井,对水源地开采运行具有重大影响。本文介绍了0-1整数规划及其求解方法,并结合一个实际问题进行说明。作者应用0-1整数规划方法建立了北京密怀顺平原区拟建水源地最优布井的地下水管理模型,采用响应矩阵法将地下水模拟模型和管理模型相耦合,运用分支-定界法求出最优井位,并将优化井位与原拟定井位的计算结果进行了对比。结果表明,0-1整数规划能很好地解决最优布井问题,对水源地规划、基坑降水、地下水人工回灌等方面都具有一定的指导意义。

关 键 词:0-1整数规划  地下水管理模型  最优井位  响应矩阵法  水源地
收稿时间:2001-12-10
修稿时间:2001年12月10

STUDY ON APPLICATION OF 0-1 INTEGER PROGRAMMING TO THE OPTIMAL LAYOUT OF PUMPING WELLS IN A WELL FIELD
Institution:1. Institute of Geology and Geophysics, Chinese Academy of Sciences, Beijing 100029;
2. Department of Hydraulic and Hydropower Engineering, Tsinghua University, Beijing 100084;
3. Department of Water Resources and Environment Engineering, China University of Geosciences,Beijing 100083;
4. Beijing Institute of Geoengineering Exploration, Beijing 100037
Abstract:The optimal layout of pumping wells plays an important role in the operation of a new well field. This paper introduces 0-1 integer programming method and its solution methods. To introduce the application of the programming method, a case study on the optimal layout of pumping wells in the well field in Mihuaishun plain, northeast part of Beijing City, is also presented in this paper. In the case study, two models, a groundwater simulation model and a groundwater management model, are made. By coupling the two models using response matrix method and solving the management model using branch and bound algorithm, the optimal pumping well locations are selected. The comparison of the predicted results between two kinds of layout of pumping wells shows that the optimal layout is better than predetermined layout for groundwater exploitation. The method of 0-1 integer programming not only can be used to solve the problems of well field programming, it also can be used to solve other problems, such as layout of pit discharge wells, layout of artificial recharge wells and so on.$$$$
Keywords:integer programming  groundwater management model  optimal well location  response matrix method  well field
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