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Mercury removal from water using deep eutectic solvents- functionalized multi walled carbon nanotubes: Nonlinear autoregressive network with an exogenous input neural network approach

机译:使用深共熔溶剂-功能化的多壁碳纳米管从水中去除汞:带有外源输入神经网络方法的非线性自回归网络

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摘要

This work presents the experimental and modeling process for mercury ions removal from water using functionalized multi-walled carbon nanotube as adsorbent. The modeling procedure has been carried out using nonlinear autoregressive network with an exogenous input (NARX) neural network modeling technique is used for modeling the adsorbent's adsorption capacity using different parameters based on experimental data. The effect of different parameters including mercury ions concentration, pH, amount of adsorbent dosage, and contact time is studied. Three kinetics models such as intraparticle diffusion, pseudo first-order, and pseudo second order are applied using the experimental and predicted outputs, the pseudo second order was the best to describe. A sensitivity study is conducted using different parameters. Various indicators are applied to examine the accuracy and efficiency of the NARX model such are mean square error (MSE), root mean square error, relative root mean square error, mean absolute percentage error, relative error (RE), and coefficient of determination (R-2). The value of the maximum RE was 3.49%, the R-2 was 0.9998, and the MSE was 4.28 x 10(-6). Based on the used indicators, the NARX model was capable to predict the adsorbent's adsorption capacity by comparing the NARX model outputs to the experimental results.
机译:这项工作介绍了使用功能化的多壁碳纳米管作为吸附剂从水中去除汞离子的实验和建模过程。使用非线性自回归网络和外部输入(NARX)神经网络进行建模程序,该技术用于基于实验数据使用不同参数对吸附剂的吸附能力进行建模。研究了不同参数的影响,包括汞离子浓度,pH,吸附剂用量和接触时间。使用实验和预测的输出,应用了三个动力学模型,例如粒子内扩散,伪一阶和伪二阶,伪二阶最能描述。使用不同的参数进行敏感性研究。应用了各种指标来检查NARX模型的准确性和效率,例如均方误差(MSE),均方根误差,相对均方根误差,平均绝对百分比误差,相对误差(RE)和确定系数( R-2)。最大RE值为3.49%,R-2为0.9998,MSE为4.28 x 10(-6)。根据使用的指标,通过将NARX模型的输出与实验结果进行比较,NARX模型能够预测吸附剂的吸附能力。

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