模糊数学方法在地下水系统多目标管理中的应用

Application of Fuzzy Mathematics in the Multiobjective Management of Groundwater System

本文利用模糊数学方法 ,将山东淄河流域北段地下水系统中 ,地下水水源地供水量最大、矿坑排水量最小的多目标优化问题转化为单目标优化问题进行求解 ,起到了很好的效果。通过灵敏度分析表明 ,多目标优化模型具有一定的稳定性和可靠性 ,也表明利用模糊数学方法来求解多目标优化问题是可行的。

In this paper, the method of fuzzy mathematics is used for transforming the multiobjective optimal model of groundwater supply and drainage yield into the single objective optimal model for solution The result of sensitivity analysis shows that the multiobjective optimal model is stable and dependable The result also shows that utilizing the method of fuzzy mathematics for solving multiobjective optimal model is feasible