Cui Ning, Wang Pei, Xu Ningxia
Medical college, Xi'an International University, Xi'an, People's Republic of China.
Environ Technol. 2023 Nov;44(26):3937-3948. doi: 10.1080/09593330.2022.2077133. Epub 2022 May 24.
Microplastics (MPs) and pesticides are two classes of environmental pollutants and have become global challenges. MPs could adsorb substantial environmental pollutants, which may affect their transportation, distribution and cause combination toxicity. Therefore, the study of sorption properties and mechanisms is the basis of the ecological risk assessment of co-exposure of pesticides and MPs. In this research, typical triazole fungicide tebuconazole (TEB) is selected as a model pollutant, and its sorption behaviour was investigated by kinetic and isotherm models. Meanwhile, a series of environmental influencing factors, like pH, salinity, and metals were conducted. Results showed that the sorption of TEB on MPs could reach equilibrium at 24 h, and the sorption capacity followed the order of PA (polyamide) > PS (polystyrene) > PP (polypropylene). The pseudo-second-order model was the most appropriate model to describe kinetic data, and the Freundlich model was well fit for PA sorption isotherms, in contrast the Langmuir model is better for PP and PS. Additionally, the pH of the solution, salinity, and metals have an important effect on sorption. Combined with Fourier Transform Infrared Spectroscopy and environmental influencing factors, the sorption mechanisms were mainly electrostatic interaction and hydrogen bond for PA and PP, and hydrophobic force, intermolecular force, and electrostatic force for PS, respectively.
微塑料(MPs)和农药是两类环境污染物,已成为全球性挑战。微塑料能够吸附大量环境污染物,这可能会影响它们的迁移、分布并导致复合毒性。因此,研究吸附特性和机制是农药与微塑料共同暴露生态风险评估的基础。本研究选取典型的三唑类杀菌剂戊唑醇(TEB)作为模型污染物,通过动力学和等温线模型研究其吸附行为。同时,考察了一系列环境影响因素,如pH值、盐度和金属。结果表明,戊唑醇在微塑料上的吸附在24小时达到平衡,吸附容量顺序为PA(聚酰胺)>PS(聚苯乙烯)>PP(聚丙烯)。伪二级模型是描述动力学数据最合适的模型,Freundlich模型很好地拟合了PA的吸附等温线,相比之下,Langmuir模型对PP和PS的拟合效果更好。此外,溶液的pH值、盐度和金属对吸附有重要影响。结合傅里叶变换红外光谱和环境影响因素,PA和PP的吸附机制主要是静电相互作用和氢键,而PS的吸附机制分别是疏水作用、分子间作用力和静电力。