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Estimating groundwater residence time using multiple regression model based on fluoride dissolution: an exploration of possibilities

机译:使用基于氟化物溶解的多元回归模型估算地下水停留时间:探索可能性

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High levels of fluoride concentration were observed in deep groundwater of the Mizunami area in Central Japan. Fluoride occurs mainly due to the reaction between granitic basement rock and groundwater. Granites were collected, crushed to powder, and then allowed to react with purified water for 80 days. Water–rock interaction results showed that the major factor affecting fluoride concentration is the residence time of the groundwater. Coexisting ions have also some contribution toward fluoride concentration. The groundwater residence time in the Mizunami area was estimated by applying results of water–rock interaction to correspond with field data. A regression model relating fluoride concentration, residence time, and coexisting ions was developed. The parameters of the regression model were determined using the genetic algorithms technique. Residence time was estimated by extrapolating experimental data to correspond with filed data. Near the recharge area, residence times in the potential fluoride source rock varied between 1 and 2,000 years, whereas near the discharge area residence times were in excess of tens of thousands of years. The groundwater residence time was also estimated by the groundwater particle-tracking-flow model. The estimates of groundwater residence time based on geochemical regression model were often larger than estimates of groundwater residence time developed by particle-tracking analysis using a groundwater flow model. There were large uncertainties—on the order of 10–10,000 years—in the estimates based on geochemical data.
机译:在日本中部水浪地区的深层地下水中发现了高浓度的氟化物。氟化物的产生主要是由于花岗岩基底岩石与地下水之间的反应。收集花岗岩,粉碎成粉末,然后使其与纯净水反应80天。水-岩相互作用的结果表明,影响氟化物浓度的主要因素是地下水的停留时间。共存离子也对氟化物浓度有一定贡献。通过应用水-岩相互作用的结果与田间数据相对应,估计了水波地区的地下水停留时间。建立了有关氟离子浓度,停留时间和共存离子的回归模型。使用遗传算法技术确定回归模型的参数。通过外推实验数据以与归档数据相对应,估计停留时间。在补给区附近,潜在的氟化物源岩中的停留时间在1至2,000年之间变化,而在放电区附近,停留时间超过数万年。地下水停留时间也通过地下水颗粒追踪流模型估算。基于地球化学回归模型的地下水停留时间估算值通常大于使用地下水流模型通过颗粒追踪分析得出的地下水停留时间估算值。根据地球化学数据的估算,存在很大的不确定性(大约10-10,000年)。

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