枣庄市水资源动态优化配置模型研究
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摘要
水资源短缺成为制约区域社会经济可持续发展的重要因素。作为我国典型的资源枯竭型城市、南水北调东线工程重要输水路径以及淮河流域水污染治理重点区域,枣庄市水资源开发利用面临着经济发展方式转型、水环境生态改善等多重约束。本文以物质平衡、价值平衡理论和投入产出原理为依据,运用最优化方法构建了由一个目标函数和水资源供需模块、水环境控制模块、社会经济模块等三个子模块组成的枣庄市水资源动态优化配置模型,为进一步研究枣庄市社会经济和水资源生态环境的可持续发展奠定了理论基础。
引文
[1]黄显峰,邵东国,顾文权,等.基于多目标混沌优化算法的水资源配置研究[J].水利学报,2008,39(2):183-188.
[2]刘德地,王高旭,陈晓宏,等.基于混沌和声搜索算法的水资源优化配置[J].系统工程理论与实践,2011,31(7):1378-1386.
[3]侯景伟,孔云峰,孙九林.基于多目标鱼群-蚁群算法的水资源优化配置[J].资源科学,2011,33(12):2255-2261.
[4]Mehmet Kucukmehmetoglu,Zekai Sen,Mehmet?zger.Coalition possibility of riparian countries via game theory and fuzzy logic models[J].Water Resources Research,2010,46(12),doi:10.1029/2009WR008660.
[5]Nasim Safari,Mahdi Zarghami,Ferenc Szidarovszky.Nash bargaining and leader–follower models in water allocation:Application to the Zarrinehrud River basin,Iran[J].Applied Mathematical Modelling,2014,38(7-8):1959-1968.
[6]K.Madani,M.Zarezadeh,S.Morid.A new framework for resolving conflicts over transboundary rivers using bankruptcy methods[J].Hydrology and Earth System Sciences,2014,18(8):3055-3068.
[7]Hojjat Mianabadi,Erik Mostert,Mahdi Zarghami,et al.A new bankruptcy method for conflict resolution in water resources allocation[J].Journal of Environmental Management,2014,144:152-159.
[8]Giovanni M.Sechi,Riccardo Zucca.Water resource allocation in critical scarcity conditions:a bankruptcy game approach[J].Water Resources Management,2015,29(2):541-555.
[9]Yan Jingjing,Sha jinghua,Chu Xiao,et al.Endogenous derivation of optimal environmental policies for proper treatment of stockbreeding wastes in the upstream region of the Miyun Reservoir,Bejing[J].Papers in Regional Science,2014,93(2):477-500.
[10]He Keqiang,Jia Yuyue,Chen Weiguo,et al.Evaluation of karst collapse risks induced by over-pumping and karst groundwater resource protection in Zaozhuang City,China[J].Environmental Earth Sciences,2014,71(8):3443-3454.
[11]Xiang Nan,Yan Jing Jing,Sha Jinghua,et al.Dynamic modeling and simulation of water environment management with a focus on water recycling[J].Water,2014,1(6):17-31.
[2]刘德地,王高旭,陈晓宏,等.基于混沌和声搜索算法的水资源优化配置[J].系统工程理论与实践,2011,31(7):1378-1386.
[3]侯景伟,孔云峰,孙九林.基于多目标鱼群-蚁群算法的水资源优化配置[J].资源科学,2011,33(12):2255-2261.
[4]Mehmet Kucukmehmetoglu,Zekai Sen,Mehmet?zger.Coalition possibility of riparian countries via game theory and fuzzy logic models[J].Water Resources Research,2010,46(12),doi:10.1029/2009WR008660.
[5]Nasim Safari,Mahdi Zarghami,Ferenc Szidarovszky.Nash bargaining and leader–follower models in water allocation:Application to the Zarrinehrud River basin,Iran[J].Applied Mathematical Modelling,2014,38(7-8):1959-1968.
[6]K.Madani,M.Zarezadeh,S.Morid.A new framework for resolving conflicts over transboundary rivers using bankruptcy methods[J].Hydrology and Earth System Sciences,2014,18(8):3055-3068.
[7]Hojjat Mianabadi,Erik Mostert,Mahdi Zarghami,et al.A new bankruptcy method for conflict resolution in water resources allocation[J].Journal of Environmental Management,2014,144:152-159.
[8]Giovanni M.Sechi,Riccardo Zucca.Water resource allocation in critical scarcity conditions:a bankruptcy game approach[J].Water Resources Management,2015,29(2):541-555.
[9]Yan Jingjing,Sha jinghua,Chu Xiao,et al.Endogenous derivation of optimal environmental policies for proper treatment of stockbreeding wastes in the upstream region of the Miyun Reservoir,Bejing[J].Papers in Regional Science,2014,93(2):477-500.
[10]He Keqiang,Jia Yuyue,Chen Weiguo,et al.Evaluation of karst collapse risks induced by over-pumping and karst groundwater resource protection in Zaozhuang City,China[J].Environmental Earth Sciences,2014,71(8):3443-3454.
[11]Xiang Nan,Yan Jing Jing,Sha Jinghua,et al.Dynamic modeling and simulation of water environment management with a focus on water recycling[J].Water,2014,1(6):17-31.