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考虑共存无机离子影响的 VUV 处理中 1,4-二恶烷分解的模型模拟预测。

Prediction of 1,4-dioxane decomposition during VUV treatment by model simulation taking into account effects of coexisting inorganic ions.

机构信息

Faculty of Engineering Hokkaido University, N13W8, Sapporo, 060-8628, Japan.

Graduate School of Engineering, Hokkaido University, N13W8, Sapporo, 060-8628, Japan.

出版信息

Water Res. 2019 Nov 1;164:114918. doi: 10.1016/j.watres.2019.114918. Epub 2019 Jul 26.

Abstract

1,4-Dioxane is one of the most persistent organic micropollutants and is quite difficult to remove via conventional drinking water treatment consisting of coagulation, sedimentation, and sand filtration. Vacuum ultraviolet (VUV) treatment has recently been found to show promise as a treatment method for 1,4-dioxane removal, but the associated decomposition rate of 1,4-dioxane is known to be very sensitive to water quality characteristics. Some computational models have been proposed to predict the decomposition rate of micropollutants during VUV treatment, but the effects of only bicarbonate and natural organic matter have been considered in the models. In the present study, we attempted to develop a versatile computational model for predicting the behavior of 1,4-dioxane during VUV treatment that took into account the effects of other coexisting inorganic ions commonly found in natural waters. We first conducted 1,4-dioxane decomposition experiments with low-pressure mercury lamps and test waters that had been prepared by adding various inorganic ions to an aqueous phosphate buffer. The apparent decomposition rate of 1,4-dioxane was suppressed when bicarbonate, chloride, and nitrate were added to the test waters. Whereas bicarbonate and chloride directly suppressed the apparent decomposition rate by consuming HO•, nitrate became influential only after being transformed into nitrite by concomitant UV light (λ = 254 nm) irradiation. Cl-related radicals (Cl• and Cl•) did not react with 1,4-dioxane directly. A computational model consisting of 31 ordinary differential equations with respect to time that had been translated from 84 reactions (10 photochemical and 74 chemical reactions) among 31 chemical species was then developed for predicting the behavior of 1,4-dioxane during VUV treatment. Nine of the parameters in the ordinary differential equations were determined by least squares fitting to an experimental dataset that included different concentrations of bicarbonate, chloride, nitrate, and nitrite. Without further parameter adjustments, the model successfully predicted the behavior of 1,4-dioxane during VUV treatment of three groundwaters naturally contaminated with 1,4-dioxane as well as one dechlorinated tap water sample supplemented with 1,4-dioxane.

摘要

1,4-二恶烷是最持久的有机微污染物之一,通过传统的混凝、沉淀和砂滤处理很难去除。最近发现真空紫外 (VUV) 处理作为去除 1,4-二恶烷的一种处理方法很有前景,但 1,4-二恶烷的相关分解速率已知对水质特征非常敏感。已经提出了一些计算模型来预测 VUV 处理过程中微污染物的分解速率,但模型中仅考虑了碳酸氢盐和天然有机物的影响。在本研究中,我们试图开发一种通用的计算模型来预测 VUV 处理过程中 1,4-二恶烷的行为,该模型考虑了天然水中常见的其他共存无机离子的影响。我们首先使用低压汞灯和通过向水溶液中添加各种无机离子制备的测试水进行 1,4-二恶烷分解实验。当向测试水中添加碳酸氢盐、氯和硝酸盐时,1,4-二恶烷的表观分解速率受到抑制。虽然碳酸氢盐和氯直接通过消耗 HO•来抑制表观分解速率,但只有在伴随 UV 光(λ=254nm)照射下转化为亚硝酸盐时,硝酸盐才会产生影响。Cl 相关自由基(Cl•和 Cl•)不会直接与 1,4-二恶烷反应。然后,我们开发了一个由 31 个随时间变化的常微分方程组成的计算模型,该模型是由 31 种化学物质之间的 84 个反应(10 个光化学反应和 74 个化学反应)转化而来的,用于预测 VUV 处理过程中 1,4-二恶烷的行为。常微分方程中的 9 个参数通过最小二乘法拟合到包括不同浓度的碳酸氢盐、氯、硝酸盐和亚硝酸盐的实验数据集来确定。无需进一步调整参数,该模型成功预测了三种天然受 1,4-二恶烷污染的地下水以及一种添加 1,4-二恶烷的脱氯自来水样品在 VUV 处理过程中 1,4-二恶烷的行为。

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