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评价常规污水处理厂去除微塑料的效率:根据丰度、大小、形状和类型的系统评价和荟萃分析。

Evaluation of conventional wastewater treatment plants efficiency to remove microplastics in terms of abundance, size, shape, and type: A systematic review and Meta-analysis.

机构信息

Department of Environmental Health Engineering, School of Public Health, Tehran University of Medical Sciences, Tehran, Iran.

Environmental Technologies Research Center, Ahvaz Jundishapur University of Medical Sciences, Ahvaz, Iran.

出版信息

Mar Pollut Bull. 2022 Apr;177:113462. doi: 10.1016/j.marpolbul.2022.113462. Epub 2022 Mar 4.

Abstract

In the present study Web of Science, Scopus, and PubMed as electronic databases were used to find work published up to October 27, 2020 about microplastics evaluation in conventional wastewater treatment plants. In total, 407 publications were found, of which 77 were eligible for meta-analysis. A comprehensive meta-analysis was undertaken to evaluate the relevant publications regarding microplastics abundance. The average microplastics abundance was within the 1-31,400, 0.2-12,580, 0.002-7863, and 0.003-447 items range per liter wastewater for influent, primary, secondary, and tertiary treatment steps, respectively. The difference between the abundance of microplastics characterization for the different treatment steps was analyzed using ANOVA or Kruskal-Wallis test (depending on the data distribution). According to the pooled data, the average microplastics abundance was 124.04, 20.67, 5.62, and 1.97 (items/l) for influent, primary, secondary, and tertiary treatment. The results of Egger's test (t = 7.49, P ≤ 0.0001) were statistically significant, suggesting the existence of publication bias.

摘要

本研究利用 Web of Science、Scopus 和 PubMed 等电子数据库,检索截至 2020 年 10 月 27 日关于常规污水处理厂中微塑料评估的已发表工作。共发现 407 篇出版物,其中 77 篇符合荟萃分析条件。对相关出版物进行了综合荟萃分析,以评估微塑料丰度。进水、一级、二级和三级处理步骤的废水中微塑料丰度的平均值分别为每升废水 1-31400、0.2-12580、0.002-7863 和 0.003-447 个。使用 ANOVA 或 Kruskal-Wallis 检验(取决于数据分布)分析不同处理步骤的微塑料特征丰度差异。根据汇总数据,进水、一级、二级和三级处理的微塑料丰度平均值分别为 124.04、20.67、5.62 和 1.97(个/升)。Egger 检验(t=7.49,P≤0.0001)的结果具有统计学意义,表明存在发表偏倚。

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