研究番荔枝皮吸附结晶紫的新方法

K. Mahalakshmi, S. Suja, S. Mathiya, G. Kalaivani
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引用次数: 9

摘要

以凤梨果皮为原料制备了一种经济有效的吸附剂,用于去除水溶液中的结晶紫。采用间歇式吸附实验进行了吸附研究。研究了初始染料浓度、pH、接触时间、粒径和温度对吸附过程的影响。发现结晶紫具有电活性,因此也进行了电化学研究。研究表明,不同的初始浓度(10 ~ 30 mg)在60 min内达到平衡。l)。用不同的等温线模型对平衡吸附数据进行了分析,发现它们与Langmuir、Freundlich、Temkin和Harkins-Jura等温线模型的拟合程度不同。在303 K循环伏安法和光谱研究中发现染料的最大吸附容量为5.6818 ×10 A.g(以电流计)和5×10 mg。G(以重量表示)。结果表明,准二级吸附动力学模型最能代表吸附动力学。对吸附过程的热力学参数G、H和S进行了评价,得出吸附过程是自发的吸热过程。循环伏安和光谱研究也得到了类似的结果。此外,统计分析也显示两种方法之间没有显著差异。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Novel Approach to Investigate Adsorption of Crystal Violet from Aqueous Solutions Using Peels of Annona Squamosa
An effective and economical adsorbent was prepared from the peels of Annonasquamosafor the removal of crystal violet from aqueous solutions. Adsorption studies were carried out using batch experiments. The dependence of initial dye concentration, pH, contact time, particle size and temperature on the adsorption process was studied. The crystal violet was found to be electroactive and hence electrochemical studies were also performed. The study showed that the equilibrium was achieved within 60 min for the different initial concentrations (10 to 30 mg.l ). The equilibrium adsorption data were analyzed using various isotherm models 1 and they were found to fit Langmuir, Freundlich, Temkin and Harkins-Jura isotherm models in varying orders of magnitude. The maximum dye adsorption capacitiesfor cyclic voltammetry and spectral studiesat 303 K were found to be 5.6818 × 10 A.g (in terms of current)and 5×10 mg.g (in terms of weight),respectively. The data 41 4 1 suggested that the adsorption kinetics was best represented by pseudo-second order kinetic model. The thermodynamic parameters including G, H and S for the adsorption process have also been evaluated using which it was concluded that the process of adsorption was spontaneous and endothermic. The cyclic voltammetricand spectral studies yielded similar results. Furthermore, statistical analysis also showed the absence of any significant difference between the two methods.
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