Department of Civil and Environmental Engineering, Graduate Faculty of Environment, University of Tehran, Iran.
J Hazard Mater. 2010 Jul 15;179(1-3):276-80. doi: 10.1016/j.jhazmat.2010.02.089. Epub 2010 Mar 6.
Electrocoagulation (EC) process using aluminum electrodes is proposed for removing fluoride from treated industrial wastewater originated from steel industry. Effects of different operating conditions such as temperature, pH, voltage, hydraulic retention time (HRT) and number of aluminum plates between anode and cathode plates on removal efficiency are investigated. Experimental results showed that by increasing HRT, removal efficiency increases but after 5 min changes are negligible. Therefore, the total HRT required is only 5 min. The more HRT, the more electrical current is needed in order to achieve to constant voltage and temperature in system. In addition, it is found that pH value decreases from 6.91 to 4.6 during first 10 min but it increases up to 9.5 during 50 min. After treatment, the fluoride concentration was reduced from initial 4.0-6.0 mg/L to lower than 0.5 mg/L. The pH of the influent is found as a very important variable which affects fluoride removal significantly. The optimal range for the influent is 6.0-7.0 at which not only effective defluoridation can be achieved, but also no pH readjustment is needed after treatment. Moreover, increasing number of aluminum plates between anode and cathode plates in bipolar system does not significantly affect fluoride removal. Finally, the kinetic analysis is done for the system which indicates that the adsorption system obeys the second-order kinetic model.
采用铝电极的电化学(EC)处理工艺被提出用于去除来自钢铁行业的处理工业废水中的氟化物。研究了不同操作条件,如温度、pH 值、电压、水力停留时间(HRT)和阴阳极板之间的铝板数量对去除效率的影响。实验结果表明,通过增加 HRT,去除效率增加,但 5 分钟后变化可以忽略不计。因此,所需的总 HRT 仅为 5 分钟。HRT 越多,为了在系统中达到恒定电压和温度,就需要更多的电流。此外,发现 pH 值在最初的 10 分钟内从 6.91 降低到 4.6,但在 50 分钟内增加到 9.5。处理后,氟化物浓度从初始的 4.0-6.0mg/L 降低到低于 0.5mg/L。进水的 pH 值是一个非常重要的变量,它会显著影响氟化物的去除。进水的最佳范围为 6.0-7.0,在此范围内不仅可以有效除氟,而且处理后无需进行 pH 值调整。此外,在双极系统中增加阴阳极板之间的铝板数量对氟化物的去除没有显著影响。最后,对系统进行了动力学分析,表明吸附系统符合二级动力学模型。