建立科学的预警系统是解决中国水环境危机的重要手段,为解决正确、快速而又直观预警的问题,引申并利用韦伯-费希纳定律,结合熵权法,以辽宁段内的三合屯、阿吉堡作为研究实例,选取与辽河流域水环境关系密切的水质评价指标。在此基础上利用熵权法确定各指标的权重,计算2个断面的水环境预警值,进而建立水环境质量等级与水环境综合影响指数之间的水环境预警模型。结果表明:三合屯预警级别为超重警,阿吉堡为无警,此模型可以较好地用于辽河流域水环境预警与评价。
Abstract
The establishment of scientific forewarning system is an important means to solve the crisis of water environment in China. In order to make the correct, fast and intuitive forewarning, this paper introduced Weber-Fechner’s Law from the field of psychology, took water quality monitoring sections of Sanhetun and Ajipu as cases in Liaohe basin, and selected the important water environment quality evaluation indices for the study. On this Basis, the weights of various indicators were determined using entropy Law method, and the values of water environment warning of the two sections were calculated, and the warning models between water level and water environmental quality index were established, in order to quantify the quality of water environment. The results showed that: the level of Sanhetun section was overweight, Ajipu had on no warning status. Therefore, this model can be used for water warning and water quality evaluation in the Liaohe River Basin.
关键词
辽河流域; 韦伯-费希纳定律; 水环境; 预警
{{custom_keyword}} /
Key words
Liaohe River Basin; Weber-Fechner Law; water environment; forewarning
{{custom_keyword}} /
{{custom_sec.title}}
{{custom_sec.title}}
{{custom_sec.content}}
参考文献
[1] 张宝,刘静玲,陈秋颖,等.基于韦伯-费希纳定律的海河流域水库水环境预警评价[J].环境科学学报,2010,30(2):268-274.
[2] 董志颖,王娟,李兵.水质预警理论初探[J].水土保持研究,2002,9(3): 224-226.
[3] Cabecinha E, Cortes R, Cabral J A, et al. Multi- scale approach using phytoplankton as a first step towards the definition of the ecological status of reservoirs[J]. Ecological Indicators, 2009,9(2): 240-255.
[4] 操建华,林宏伟,张实诚.基于BP神经网络的丹江口库区水质指标预测[J].电子设计工程,2010,18(3):17-18,24.
[5] 陈娟,刘凌.基于熵权的未确知测度模型在湖库富营养化评价中的应用[J].河海大学学报:自然科学版,2008,36(4):452-455.
[6] 李祚泳,汪嘉杨,赵晓莉,等.富营养化评价的幂函数加和型普适指数公式[J].环境科学学报,2008,28(2):392-400.
[7] 门宝辉,梁川.基于变异系数权重的水质评价属性识别模型[J].哈尔滨工业大学学报,2005,37(10):1373-1375.
[8] 杨操静,郭小砾,刘红云,等.基于熵权的水质模糊综合评价[J].地下水,2006,28(1):46-47,64.
[9] 杨惠敏,付萍.基于熵权的多级模糊综合评价的应用[J].华北电力大学学报,2005,32(5):104-107.
[10] 于露,李凡修.韦伯-费希纳定律在区域生态环境质量评价中的应用[J].油气田环境保护,2011,21(3):8-10,32.
[11] 巩如英,王飞,刘雅莉,等.韦伯-费希纳定律评价模型在景观环境质量评价中的应用[J].西北林学院学报,2006,21(1):131-135.
[12] 李祚泳,汪嘉杨,张国丽.基于韦伯-费希纳定律的空气质量普适韦伯指数公式[J].中国环境监测,2010,26(2):58-62.
[13] 薛文博,易爱华,张增强,等.基于韦伯-费希纳定律的一种新型环境质量评价法[J].中国环境监测,2006,22(6):57-59.
[14] 钟龙芳,王菲凤,张江山.基于韦伯-费希纳定律的地下水环境质量评价[J].环境科学与管理,2012,37(12):189-192.
[15] 宫长亮.基于熵权多级模糊综合评价的虚拟企业风险研究[D].哈尔滨:哈尔滨理工大学,2005.
[16] 林济铿,李童飞,赵子明,等.基于熵权模糊综合评价模型的电力系统黑启动方案评估[J].电网技术,2012,36(2):115-120.
[17] 许丽忠,张江山,王菲凤.熵权多目标决策环境监测优化布点模型及应用[J].环境工程,2007,25(1):61-63.
[18] 张近乐,任杰.熵理论中熵及熵权计算式的不足与修正[J].统计与信息论坛,2011,26(1):3-5.
[19] 邹志红,孙靖南,任广平.模糊评价因子的熵权法赋权及其在水质评价中的应用[J].环境科学学报,2005,25(4):552-556.
{{custom_fnGroup.title_cn}}
脚注
{{custom_fn.content}}