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Kinetic modeling of antibiotic adsorption onto different nanomaterials using the Brouers-Sotolongo fractal equation

机译:抗生素吸附在不同纳米材料上使用Brouss-Sotolongo分形方程的动力学建模

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In this study, the kinetic data of the adsorption of two antibiotics onto three nanoadsorbents was modeled using the Brouers-Sotolongo fractal model. The model parameters were calculated at different initial antibiotic concentrations using various approximations of the kinetic equation for two quantities of practical relevance: the sorption power and the half-time characteristic of the sorption. The merits of the nanomaterial were then compared in terms of their application in the elimination of dangerous antibiotic wastes. We also developed a formula to calculate the effective rate of the best adsorbent. This study presents the modeling method in detail and has a pedagogical value for similar researches.
机译:在本研究中,使用Brousers-Sotolongo分形模型模拟了将两种抗生素吸附到三个纳米造纸中的动力学数据。 使用两种实际相关性的动力学方程的各种近似的不同初始抗生素浓度计算模型参数:吸附力和吸附的半时间特征。 然后在消除危险抗生素废物中的应用方面进行比较纳米材料的优点。 我们还开发了计算最佳吸附剂的有效率的公式。 本研究详细介绍了建模方法,具有类似研究的教学价值。

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