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FRFI model application in groundwater non-point source pollution evaluation: a case study in the Luoyang Basin of North Henan province, China

机译:FRFI模型在地下水非面源污染评价中的应用-以河南省洛阳盆地为例

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摘要

The traditional non-point source (NPS) pollution models mainly focus on the flow path of NPS pollutants and attenuation during the flow. Extensive data set preparation and complex results analysis for these models are the most common problems encountered by the model user. In this study a new model, fuzzy-rough sets and fuzzy inference (FRFI), was introduced to evaluate groundwater NPS pollution. The proposed model involves two steps: the algorithm of fuzzy-rough sets attribute reduction (FRSAR) was applied to yield minimal decision rules from the fuzzy information system (FIS); the fuzzy inference technique was then used to forecast a groundwater synthesis pollution index based on the minimal decision rules. This model was applied in the Luoyang Basin, examining NPS pollution factors and hydrochemical variables data to validate the effectiveness of this model. The results indicate that it is only required to collect five NPS pollution factors or three hydrochemical variables; the groundwater synthesis pollution index can be predicted using the FRFI model. The prediction error is restricted to 2.9-6.1 % and 0.8-1.6 %, respectively. Therefore, the costs of computation and monitoring can be decreased, and the user is not required to prepare massive model parameters for the FRFI model. According to analyze the correlation between NPS pollution factors and hydrochemical variables, prevention measures are provided for treatment of the endemic disease and eutrophication. The FRFI model can be suitable for groundwater NPS pollution evaluation systems.
机译:传统的非点源(NPS)污染模型主要关注NPS污染物的流动路径和流动过程中的衰减。这些模型的广泛数据集准备和复杂结果分析是模型用户遇到的最常见问题。在这项研究中,引入了一个新模型,模糊粗糙集和模糊推理(FRFI),以评估地下水NPS污染。该模型包括两个步骤:应用模糊粗糙集属性约简算法(FRSAR)从模糊信息系统(FIS)中产生最小决策规则。然后基于最小决策规则,运用模糊推理技术预测地下水的综合污染指数。该模型应用于洛阳盆地,研究了NPS污染因子和水化学变量数据,以验证该模型的有效性。结果表明,仅需要收集五个NPS污染因子或三个水化学变量即可。可以使用FRFI模型预测地下水的综合污染指数。预测误差分别限制在2.9-6.1%和0.8-1.6%。因此,可以减少计算和监视的成本,并且不需要用户为FRFI模型准备大量的模型参数。通过分析NPS污染因子与水化学变量之间的相关性,为流行病和富营养化的防治提供了预防措施。 FRFI模型可以适用于地下水NPS污染评估系统。

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