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首页> 外文期刊>Environmental earth sciences >Combining AHP and genetic algorithms approaches to modify DRASTIC model to assess groundwater vulnerability: a case study from Jianghan Plain, China
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Combining AHP and genetic algorithms approaches to modify DRASTIC model to assess groundwater vulnerability: a case study from Jianghan Plain, China

机译:结合层次分析法和遗传算法修正DRASTIC模型评估地下水脆弱性:以江汉平原为例

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Accurate identification of vulnerability areas is critical for groundwater resources protection and management. The present study employed the modified DRASTIC model to assess the groundwater vulnerability of Jianghan Plain, a major farming area in central China. DRASTICL model was developed by incorporating the land use factor to the original model. The ratings and weightings of the selected parameters were optimized by analytic hierarchy process (AHP) method and genetic algorithms (GAs) method, respectively. A combined AHP-GAs method was proposed to further develop this methodology. The unity-based normalization process was employed to categorize the vulnerability maps into four types, such as very high (>0.75), high (0.5-0.75), low (0.25-0.5), and very low (<0.25). The accuracy of vulnerability mapping was validated by Pearson's correlation coefficient between vulnerability index and the nitrate concentration in groundwater and analysis of variance F statistic. The results revealed that the modified DRASTIC model had a large improvement over the conventional model. The correlation coefficient increased significantly from 41.07 to 75.31% after modification. Sensitivity analysis indicated that the depth to groundwater with 39.28% of mean effective weight was the most critical factor affecting the groundwater vulnerability. The developed vulnerability model proposed in this study could provide important objective information for groundwater and environmental management at local level and innovation for international researchers.
机译:准确识别脆弱区域对于地下水资源的保护和管理至关重要。本研究采用改良的DRASTIC模型来评估中国中部主要农业区江汉平原的地下水脆弱性。 DRASTICL模型是通过将土地利用因子合并到原始模型中而开发的。通过层次分析法(AHP)和遗传算法(GAs)分别对所选参数的等级和权重进行了优化。提出了一种组合的AHP-GAs方法来进一步开发该方法。使用基于单位的归一化过程将漏洞图分为四种类型,例如非常高(> 0.75),高(0.5-0.75),低(0.25-0.5)和非常低(<0.25)。脆弱性图的准确性通过脆弱性指数与地下水中硝酸盐浓度之间的皮尔森相关系数以及方差F统计量的分析来验证。结果表明,改进的DRASTIC模型与常规模型相比有很大的改进。修改后,相关系数从41.07%显着提高到75.31%。敏感性分析表明,地下水有效深度为平均有效重量的39.28%是影响地下水脆弱性的最关键因素。这项研究中提出的已开发的脆弱性模型可以为当地的地下水和环境管理以及国际研究人员的创新提供重要的客观信息。

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