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Prediction of carbon dioxide loading capacity in amino acid salt solutions as new absorbents using artificial neural network and Deshmukh-Mather models

机译:使用人工神经网络和Deshmukh-Mather模型预测氨基酸盐溶液中二氧化碳的吸收能力作为新的吸收剂

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The aim of this work is solubility prediction of carbon dioxide (CO2) in amino acid salt solutions as new absorbents over wide ranges of operating conditions, utilizing Artificial Neural Network (ANN) and Deshmukh-Mather models. pH of solutions, overall molar concentration, partial pressure of CO2, apparent molecular weight and temperature was picked as input variables of the proposed ANN. A group of 1364 literature experimental data points for CO2 solubility have been congregated from the literature to build the network. The best architecture of the developed ANN including the numbers of hidden layer, transfer function and number of neurons were attained by utilizing these literature data points. Also CO2 solubility in amino acid salt solution was modeled using Deshmukh-Mather model. Results show that proposed ANN has better performance compared to Deshmukh-Mather model. The ANN was trained by the Levenberg-Marquardt back-propagation algorithm including two hidden layers with 8 and 7 neurons and Tan-sigmoid transfer function for the hidden and output layers. The model results show that proposed ANN that developed with amino acid salt solutions data points has ability to predict accurately the solubility of CO2 and H2S in dissimilar solutions with correlation coefficient (R-2) of 0.9982 and Average Relative Deviation (ARD) value of 3.2976. (C) 2015 Elsevier B.V. All rights reserved.
机译:这项工作的目的是利用人工神经网络(ANN)和Deshmukh-Mather模型,预测在广泛的操作条件下作为新型吸收剂的氨基酸盐溶液中二氧化碳(CO2)的溶解度。选择溶液的pH,总摩尔浓度,CO2分压,表观分子量和温度作为拟议人工神经网络的输入变量。从文献中收集了1364个关于CO2溶解度的文献实验数据点,以建立网络。利用这些文献数据点,可以得到包括隐层数,传递函数和神经元数在内的已开发的人工神经网络的最佳架构。还使用Deshmukh-Mather模型对CO2在氨基酸盐溶液中的溶解度进行了建模。结果表明,与Deshmukh-Mather模型相比,提出的ANN具有更好的性能。人工神经网络由Levenberg-Marquardt反向传播算法训练,该算法包括具有8和7个神经元的两个隐藏层以及用于隐藏层和输出层的Tan乙状结肠传递函数。模型结果表明,采用氨基酸盐溶液数据点开发的人工神经网络能够准确预测CO2和H2S在不同溶液中的溶解度,相关系数(R-2)为0.9982,平均相对偏差(ARD)值为3.2976 。 (C)2015 Elsevier B.V.保留所有权利。

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