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采用固定床柱从水溶液中用甜菜丝建模和优化 Cu(II) 生物吸附的新方法。

A new approach for modelling and optimization of Cu(II) biosorption from aqueous solutions using sugar beet shreds in a fixed-bed column.

机构信息

University of Novi Sad, Faculty of Technology Novi Sad, Bulevar cara Lazara 1, 21 000 Novi Sad, Serbia.

University of Novi Sad, Faculty of Technology Novi Sad, Bulevar cara Lazara 1, 21 000 Novi Sad, Serbia.

出版信息

J Hazard Mater. 2019 Feb 5;363:366-375. doi: 10.1016/j.jhazmat.2018.09.068. Epub 2018 Oct 6.

Abstract

The potential use of sugar beet shreds for copper ions removal from aqueous solution in a fixed-bed column was investigated. Experiments were performed using Box-Behnken experimental design on three levels and three variables: concentration of the inlet solution (50-150 mg L), adsorbent dosage (8-12 g) and pH of the inlet solution (4.0-5.0). The obtained breakthrough curves were fitted with two common empirical models, Bohart-Adams and dose-response. Observing the asymmetric shape of the breakthrough curves, the new mathematical model was proposed. The new model proposes the breakthrough curve composed of two parts, sum of which gives the asymmetrical S-shaped curve, accurately matching experimental data. Regarding the lowest SSer (7.8·10) and highest R (0.9998), new model exhibited the best fit comparing to the commonly used models. RSM and ANN modelling were employed for process variables evaluation and optimization. The most influential parameter exhibiting negative influence on target response (critical time) was concentration of the inlet solution, while the adsorbent dosage exhibited positive influence. Optimization procedure revealed that the highest critical time (341.4 min) was achieved at following conditions: C = 50 mg·L, m = 12 g and pH 4.53 by ANN, while RSM considered pH as insignificant factor and obtained 314.8 min as the highest response.

摘要

研究了在固定床柱中利用甜菜渣屑从水溶液中去除铜离子的潜在用途。实验采用三水平三变量的 Box-Behnken 实验设计进行:进口溶液浓度(50-150mg/L)、吸附剂用量(8-12g)和进口溶液 pH 值(4.0-5.0)。获得的穿透曲线用两种常见的经验模型(Bohart-Adams 和剂量响应)进行拟合。观察到穿透曲线的不对称形状,提出了新的数学模型。新模型提出了由两部分组成的穿透曲线,其总和给出了不对称的 S 形曲线,准确匹配实验数据。新模型的 SSer(7.8·10)最低,R 值最高(0.9998),与常用模型相比,拟合效果最佳。RSM 和 ANN 建模用于过程变量的评估和优化。对目标响应(临界时间)表现出负影响的最具影响力的参数是进口溶液浓度,而吸附剂用量表现出正影响。优化程序表明,在以下条件下,最高临界时间(341.4min)是通过 ANN 实现的:C=50mg·L,m=12g,pH 4.53,而 RSM 认为 pH 是不重要的因素,得到的最高响应时间为 314.8min。

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