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Artificial neural network for the second virial coefficient of organic and inorganic compounds: An ANN for B of organic and inorganic compounds

机译:用于第二种病毒系数的有机和无机化合物的人工神经网络:用于有机和无机化合物的B个ANN

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摘要

An artificial neural network (ANN) to estimate the second virial coefficient, valid for organic and inorganic compounds, is presented. First, we statistically analyzed 6,531 experimental points, belonging to 234 fluids, collected from literature. The data were investigated with a factor analysis approach to identify the most significant parameters that influence the second virial coefficient. The factor analysis, combined with physical considerations, allowed to find four (T-r, T-c, P-c, ) or five ((r)) parameters as input variables for the ANN, according to the specific chemical family. The architecture of the proposed multi-layers perceptron (MLP) neural network consists of one input layer with five input variables (T-r, T-c, P-c, , (r)), one output layer with one neuron (B) and two-hidden-layers with 19 neurons each. We trained, validated and tested several configurations of the neural network to obtain this network topology that minimizes the deviations between experimental and calculated points. Results show that the ANN is able to calculate the second virial coefficient with greater accuracy (RMSE=29.38cm(3)/mol) than that of correlations available in literature. To identify the outliers and applicability domain of the proposed MLP neural network, an outlier diagnosis based on the Leverage approach was performed. This analysis shows that the model is statistically valid.
机译:提出了一种估计第二种病毒系数,适用于有机和无机化合物的人工神经网络(ANN)。首先,我们在统计学上分析了6,531个实验点,属于来自文献的234个液体。用因子分析方法研究了数据,以确定影响第二病毒系数的最重要参数。根据特定化学家族,因子分析与物理考虑相结合,允许发现四(T-R,T-C,P-C,)或五((R))参数作为ANN的输入变量。所提出的多层Perceptron(MLP)神经网络的架构由一个输入层组成,其中一个输入层有五个输入变量(tr,tc,pc,(r)),一个输出层,一个neuron(b)和两个隐藏 - 每个带有19神经元的层。我们接受了训练,验证和测试了神经网络的几种配置,以获得该网络拓扑,最小化实验和计算点之间的偏差。结果表明,ANN能够以更高的精度(RMSE = 29.38cm(3)/ mol)计算第二病毒系数,而不是文献中可用的相关性。要识别所提出的MLP神经网络的异常值和适用性域,请执行基于杠杆方法的异常诊断。此分析表明该模型在统计上有效。

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