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基于二元水循环及系统熵理论的城市用水配置
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  • 英文篇名:Allocation of urban water resources based on dualistic water cycle theory and system entropy
  • 作者:邹进
  • 英文作者:ZOU Jin;Department of Hydropower Engineering, Faculty of Electric Power Engineering, Kunming University of Science and Technology;
  • 关键词:水资源 ; 水环境 ; 优化配置 ; 二元水循环 ; 信息熵 ; 系统熵 ; 多目标规划
  • 英文关键词:water resources;;water environment;;optimal allocation;;dualistic water cycle;;information entropy;;system entropy;;multi-objective programming
  • 中文刊名:SLSD
  • 英文刊名:Advances in Science and Technology of Water Resources
  • 机构:昆明理工大学电力工程学院水电系;
  • 出版日期:2019-03-10
  • 出版单位:水利水电科技进展
  • 年:2019
  • 期:v.39
  • 基金:国家自然科学基金(41061053)
  • 语种:中文;
  • 页:SLSD201902005
  • 页数:5
  • CN:02
  • ISSN:32-1439/TV
  • 分类号:20-24
摘要
基于二元水循环理论,在分析城市水资源配置系统结构基础上,构建了考虑水资源质、量均衡的城市用水优化配置模型,并运用多目标求解方法获得水资源分配的可行方案;对信息熵进行改进,构建了系统熵,并将其应用于可行方案的评价中。对昆明市水资源的优化配置计算结果表明,当重视生态效益或者综合考虑生产、生活、环境及生态效益时,系统熵值较小,这将有利于水资源系统的长期健康运行;该方法不仅能对城市用水系统进行简洁有效的分析评价,亦能对用水系统的结构调整、系统发展提供参考意见。
        Dualistic water cycle theory is used to analyze the structure of urban water utilization, based on which the model for urban water allocation is constructed considering the balanced quality and quantity, and the method of multi-objective programming is used to obtain the alternative allocations. System entropy, which is derived from revised information entropy, is used to evaluate the alternatives. This approach is applied in urban water allocation of Kunming, and the conclusion is that, the system entropy will be lower when giving higher weight to the ecological benefit, or giving equal weights to the production, living, environmental and ecological benefits, which will benefit the healthy and sustainable development of water resources system. The case study also shows that this method can not only provide a concise and effective evaluation for urban water system but also give suggestions for the structural adjustment and system development.
引文
[1]KONDILI E,KALDELLIS J K,PAPAPOSTOLOU C.Anovel systemic approach to water resources optimisation in areas with limited water resources[J].Desalination,2010,250:297-301.
    [2]LI Y P,HUANG G H,HUANG Y F,et al.A multistage fuzzy-stochastic programming model for supporting sustainable water-resources allocation and management[J].Environmental Modelling&Software,2009,24:786-797.
    [3]王维平,陈芳林,范明元,等.滨海地区生态型水资源优化配置模型[J].水利学报,2006,37(8):991-995.(WANG Weiping,CHEN Fanglin,FAN Mingyuan,et al.Model for ecological oriented water resources optimal deployment in coastal area[J].Journal of Hydraulic Engineering,2006,37(8):991-995.(in Chinese))
    [4]赵勇,陆垂裕,肖伟华.广义水资源合理配置研究(Ⅱ):模型[J].水利学报,2007,38(2):163-170.(ZHAO Yong,LU Chuiyu,XIAO Weihua.Study on rational deployment of generalized water resources II:mode[J].Journal of Hydraulic Engineering,2007,38(2):163-170.(in Chinese))
    [5]WANG X,CUI Q,LI S.An optimal water allocation model based on water resources security assessment and its application in Zhangjiakou Region,northern China[J].Resources,Conservation and Recycling,2012,69:57-65.
    [6]冯耀龙,韩文秀,王宏江,等.面向可持续发展的区域水资源优化配置研究[J].系统工程理论与实践,2003,23(2):133-138.(FENG Yuelong,HAN Wenxiu,WANG Hongjiang,et al.Study on the sustainable development oriented optimal allocation to region water resources[J].System Engineerig:Theory and Practice,2003,23(2):133-138.(in Chinese))
    [7]吴泽宁,索丽生,曹茜.基于生态经济学的区域水质水量统一优化配置模型[J].灌溉排水学报,2007,26(2):1-6.(WU Zening,SUO Lisheng,CAO Qian.Model and its application for integrated optimal distribution of water quality and quantity based on ecology economy[J].Journal of Irrigation and Drainage,2007,26(2):1-6.(in Chinese))
    [8]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.(HUANG Xianfeng,SHAO Dongguo,GUWenquan,et al.Optimal water resources deployment based on multi-objective chaotic optimization algorithm[J].Journal of Hydraulic Engineering,2008,39(2):183-188.(in Chinese))
    [9]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.(LIU Dedi,WANG Gaoxu,CHENXiaohong,et al.Optimal water resources deployment based on chaos harmonic search algorithm[J].System Engineerig:Theory and Practice,2011,31(7):1378-1386.(in Chinese))
    [10]陈南祥,李跃鹏,徐晨光.基于多目标遗传算法的水资源优化配置[J].水利学报,2006,37(3):308-313.(CHEN Nanxiang,LI Yuepeng,XU Chengguang.Optimal deployment of water resources based on multiobjective genetic algorithm[J].Journal of Hydraulic Engineering,2006,37(3):308-313.(in Chinese))
    [11]崔东文.文山州水资源优化配置与承载能力计算分析[J].长江科学院院报,2012,29(2):11-15.(CUIDongwen.Computational analysis of optimal water resources allocation and carrying capacity for Wenshan Autonomous Prefecture[J].Journal of Yangtze River Scientific Research Institute,2012,29(2):11-15.(in Chinese))
    [12]余美,芮孝芳.宁夏银北灌区水资源优化配置模型及应用[J].系统工程理论与实践,2009,29(7):181-192.(YU Mei,RUI Xiaofang.Model of water resources optimal allocation and application in the Yinbei irrigation district of Ningxia[J].System Engineerig:Theory and Practice,2009,29(7):181-192.(in Chinese))
    [13]王西琴,刘昌明,张远.基于二元水循环的河流生态需水水量与水质综合评价方法:以辽河流域为例[J].地理学报,2006,61(11):1132-1140.(WANG Xiqing,LIU Changming,ZHANG Yuan.Water quantity/quality combined evaluation method for rivers’water requirements of the instream environmental flow in dualistic water cycle:a case study of Liaohe River Basin[J].Acta Geographica Sinica,2006,61(11):1132-1140.(in Chinese))
    [14]邹进,张友权,潘锋.基于二元水循环理论的水资源承载力质量能综合评价[J].长江流域资源与环境,2014,23(1):117-122.(ZOU Jin,ZHANG Youquan,PAN Feng.Assessment on the quality,quantity and power potential of water resources carrying capacity based on dualistic water cycle model[J].Resources and Environment in the Yangtze Basin,2014,23(1):117-122.(in Chinese))

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