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Water Quality Evaluation Based on Fuzzy Mathematics in Groundwater Resource Area of SuoLuoShu in Shan Dong Provence

机译:基于模糊数学的水质评价在山东普罗旺斯苏诺宇地下水资源区

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Based on the theory of membership degree and comprehensive evaluation in the Fuzzy mathematics, 15 groundwater samples form SuoLuoShu water resource were collected and assessed. Through the analysis of water quality and the local pollution characteristics, chloride, sulfate, nitrate nitrogen, total dissolved solids, total hardness were selected to be the evaluation index system. And the value of the corresponding indexes of 5 grades in the national water quality standard was the comprehensive evaluation level in this study. On this basis, the membership degrees of the groundwater samples in the 5 grades were calculated and by using the maximum membership principle, the groundwater grade of each samples were determined. The results show that the groundwater quality in this area is better generally. 80% of the samples measure up the standard of grade III and the three samples beyond it were all caused by the nitrate nitrogen pollution which was brought by human activities.
机译:基于隶属度和模糊数学综合评价的基础,收集了15种地下水水资源的地下水样本。通过分析水质和局部污染特性,氯化物,硫酸盐,硝酸盐氮,总溶解固体,选择总硬度是评价指标体系。国家水质标准中5等级的相应指标的价值是本研究中的综合评价水平。在此基础上,计算了5等级中的地下水样品的隶属度,并通过使用最大隶属度原理,测定每个样品的地下水等级。结果表明,这一领域的地下水质量一般更好。 80%的样品测量了III级的标准和超过其之外的三种样品所有由人类活动带来的硝态氮氮污染引起。

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