Isothermal Modelling of the Adsorption of Crystal violet onto Modified Charred Rice Husk

Bilal Ibrahim Dan-Iya, M. E. Khayat, Mohd Yunus Shukor
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Abstract

The rice milling process produces rice husk as a by-product. It is one of the most important agricultural leftovers in terms of volume. The data of the sorption isotherm of crystal violet (CV) sorption onto modified charred rice husk, which was plotted using linearized plots of isothermal models were reanalyzed using twenty isothermal models using nonlinear regression. Nineteen models — Henry, Langmuir, Freundlich, Jovanovic, Redlich-Peterson, Sips, Toth, Hill, Khan, BET, Vieth-Sladek, Radke-Prausnitz, Fritz-Schlunder III, Unilan, Baudu, Marczewski-Jaroniec, Fritz-Schluender IV, Weber-van Vliet and Fritz-Schluender V – fitted the data best using non-linear regression. Statistical analysis based on error function analyses such as root-mean-square error (RMSE), adjusted coefficient of determination (adjR2), accuracy factor (AF), bias factor (BF), Bayesian Information Criterion (BIC), corrected AICc (Akaike Information Criterion), and Hannan-Quinn Criterion (HQC) showed that Jovanovic model was the best model. The maximal adsorption capacity in the Jovanovic model, expressed in milligrams per gram (mg/g), is denoted by qmJ while Kj is the Jovanovic constant, and the calculated values were 55.979 mg/L (95% confidence interval; 52.556 to 59.403) and 0.010 (95% confidence interval; 0.008 to 0.012), respectively. The nonlinear regression method provides parameter values within the 95% confidence interval, facilitating improved comparability with prior research.
改性炭化稻壳吸附水晶紫的等温模型
碾米过程会产生稻壳这种副产品。就数量而言,它是最重要的农业残留物之一。利用非线性回归方法,使用 20 个等温模型重新分析了改性炭化稻壳对结晶紫(CV)的吸附等温线数据。利用非线性回归法,19 个模型--亨利模型、朗缪尔模型、弗赖恩德利希模型、约万诺维奇模型、雷德利希-彼得森模型、西普斯模型、托斯模型、希尔模型、可汗模型、BET 模型、维特-斯拉德克模型、拉德克-普劳斯尼茨模型、弗里茨-施伦德 III 模型、尤尼兰模型、鲍杜模型、马切夫斯基-雅罗尼耶克模型、弗里茨-施伦德 IV 模型、韦伯-范弗利特模型和弗里茨-施伦德 V 模型--最适合数据。基于误差函数分析(如均方根误差 (RMSE)、调整判定系数 (adjR2)、精确系数 (AF)、偏差系数 (BF)、贝叶斯信息准则 (BIC)、校正 AICc(阿凯克信息准则)和汉南-奎因准则 (HQC) 等)的统计分析表明,约万诺维奇模型是最佳模型。约万诺维奇模型中的最大吸附容量以毫克/克(mg/g)为单位,用 qmJ 表示,Kj 为约万诺维奇常数,计算值分别为 55.979 mg/L(95% 置信区间;52.556 至 59.403)和 0.010(95% 置信区间;0.008 至 0.012)。非线性回归法提供了 95% 置信区间内的参数值,从而提高了与先前研究的可比性。
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