In order to calculate the water resource price of Zhangye City, the author carried out a field investigation about the quantity of water resources, water price system and the economic situation of Zhangye City. By establishing the fuzzy evaluation model of water resource value in Zhangye City, the author used rise (drop) half trapezoid function to determine the value of water resources for the evaluation of fuzzy linear subordinate relations, selected the water quality, per capita water resources, population density, per capita gross national product (GNP) as evaluation indexes, and conducted the comprehensive evaluation of water resource value of Zhangye City. The results showed that the water resource price was 1.97 yuan/m3 in Zhangye City, the corresponding tap water price for residents should be 2.347 yuan/m3, which was 2.76 times of the current residents’ water price (0.85 yuan/m3). And according to the current water price, annual expenditure on water was 126.74 yuan per person, accounting for 0.88% of per capita disposable income (14395 yuan), far lower than the control index in the model 0.015. Therefore, relevant government departments should accelerate the reform of water price system and re-enact fee collection standards, so as to realize the optimal allocation of water resources.
Key words
Zhangye City; fuzzy mathematic model; water resource value; water resource price
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References
[1] 王欢.基于边际效用理论的水资源价值研究[D].北京:北京工业大学,2012:1-87.
[2] Madhoo Y.N. Political economy of water pricing policy: Empirical evidence from public utilities in Mauritius[J].Water Resources Research,2004,40(7):1-9.
[3] Frank award, Ari Michelsen. The economic value of water in agriculture: concepts and policy applications[J].Water Policy,2002,4(5):423-446.
[4] Montginoul M, Rinaudo JD. Analyzing the impact of drinking water pricing on household water supply and consumption strategies[J].Houille Blanche Revue International Deleau,2003(3):107-111.
[5] 李雪松.中国水资源制度研究[M].武昌:武汉大学出版社,2006:126-133.
[6] 赵雯.基于价值流理论的上海市水资源价值量核算研究[D].上海:华东师范大学,2010:1-85.
[7] 杨梅.基于模糊数学和灰色系统的水资源价值评价研究[D].济南:山东大学,2010:1-57.
[8] 彭晓明,王红瑞,董艳艳.水资源稀缺条件下的水资源价值评价模型及其应用[J].自然资源学报,2006,21(4):670-675.
[9] 臧正,郑德凤,李红英.基于水资源价值的水价分摊系数研究[J].水利经济,2013,31(5):24-28.
[10] 张蕾,陈晓宏.水资源价值及与水价关系的研究[J].中山大学研究生学刊:自然科学版,2001(3):80-84.
[11] 倪红真.基于绿色核算的水资源价值与价格研究[D].北京:中国水利水电科学研究院,2004:1-181.
[12] 徐晓鹏,武春友.水资源价格理论研究综述[J].甘肃社会科学,2005(3):218-221.
[13] 刘洪兰,张俊国,董安祥,等.张掖市水资源利用现状及未来趋势预测[J].干旱区研究,2008,25(1):35-39.
[14] 甘肃省水利厅.甘肃省水资源公报[R].2013.
[15] 王海青,张勃,张华.张掖市水资源价值模糊评价[J].人民黄河,2007,29(7):31-33.
[16] 刘增进,王松林,潘乐,等.模糊数学模型在水价计算中的应用[J].人民黄河,2008,30(7):45-47.
[17] 彭晓明,王红瑞,董艳艳.水资源稀缺条件下的水资源价值评价模型及其应用[J].自然资源学报,2006,21(4):670-675.
[18] 陈水利,李敬功,王向公.模糊集理论及其应用[M].北京:科学出版社,2005:189-191.
[19] 张国珍,李毅华,褚润.兰州市水资源价值计算研究[J].干旱区资源与环境,2008,22(4):108-112.
[20] 李扬,孔范龙,李悦,等.基于模糊数学算法的青岛市资源水价估算[J].中国人口·资源与环境,2012,22(5):180-182.
[21] 谢季坚,刘承平.模糊数学方法及其应用[M].武汉:华中科技大学出版社,2006:8-40.
[22] 王媛,徐铁.应用模糊数学的方法计算天津市的资源水价[J].国土与自然资源研究,2003(3):63-64.
[23] 沈珍瑶,杨志峰.黄河流域水资源可再生性评价指标体系与评价方法[J].自然资源学报,2002,28(7):188-197.
[24] 高鑫,解建仓,汪妮,等.基于物元分析与替代市场法的水资源价值量核算研究[J].西北农林科技大学学报:自然科学版,2012,40(5):224-230.
[25] 韦林均,包家强,伏小勇.模糊数学模型在水资源价值评价中的应用[J].兰州交通大学学报,2006,25(3):73-75.
[26] 2012年张掖市国民经济和社会发展统计公报[EB/OL].Http://www.zytj.gov.cn/web/Article/sjfb/tjgb/2013/03/25/299.html.
[27] 胡洁,徐中民,钟方雷,刘玉卿.张掖市水权制度问题初探[J].人民黄河,2013,35(3):36-39.
[28] 市政府文件.张掖市人民政府关于在城市规划区范围内开征城市污水处理费的批复[N].张掖日报,2007(2).
[29] 周臻峰.水资源价值研究——以天津市为背景[D].天津:天津大学,2007:1-66.
[30] 杨武,葛滢,常杰,等.基于模糊数学模型计算杭州市资源水价[J].生态经济:学术版,2008(1):66-68.
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Footnotes
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