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首页> 外文期刊>Expert Systems with Application >Comparison between the artificial neural network system and SAFT equation in obtaining vapor pressure and liquid density of pure alcohols
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Comparison between the artificial neural network system and SAFT equation in obtaining vapor pressure and liquid density of pure alcohols

机译:人工神经网络系统与SAFT方程在获得纯醇的蒸气压和液体密度中的比较

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摘要

Vapor pressure and liquid density of 20 pure alcohols were correlated using an artificial neural network (ANN) system and statistical associating fluid theory (SAFT) equation of state. The SAFT equation has five adjustable parameters as temperature-independent segment diameter, square-well energy, number of segment per chain, association energy and association volume. These parameters can be obtained by a non-linear regression method using the experimental vapor pressure and liquid density data. In continue, the vapor pressure and liquid densities of pure alcohols were estimated by using an artificial neural network (ANN) system. In the neural network system, it is assumed that thermodynamic properties of pure alcohols depend on temperature, critical properties and acentric factor. The best network topology was obtained as (4-10-2). The weights connection and biases were obtained using batch back propagation (BBP) method for 611 experimental data points. The average absolute deviation percent (ADD%) for vapor pressure of pure alcohols for ANN system and SAFT equation of state are 3.593% and 3.378%, respectively. Also, the average absolute deviation percent (ADD%) for liquid density of pure alcohols for ANN system and SAFT equation of state are 0.792% and 1.367%, respectively. The results emphasized that the artificial neural network can more accurately predict thermophysical properties of pure alcohols than the SAFT equation of state.
机译:使用人工神经网络(ANN)系统和统计缔合流体理论(SAFT)状态方程,将20种纯醇的蒸气压和液体密度进行关联。 SAFT方程具有五个可调参数,例如与温度无关的链段直径,方阱能量,每条链的链段数,缔合能量和缔合体积。这些参数可以使用实验蒸气压和液体密度数据通过非线性回归方法获得。接下来,使用人工神经网络(ANN)系统估算了纯醇的蒸气压和液体密度。在神经网络系统中,假定纯醇的热力学性质取决于温度,临界性质和无心因素。获得的最佳网络拓扑为(4-10-2)。权重连接和偏差使用611个实验数据点使用批处理反向传播(BBP)方法获得。 ANN系统和SAFT状态方程的纯醇蒸气压的平均绝对偏差百分比(ADD%)分别为3.593%和3.378%。同样,ANN系统和SAFT状态方程的纯醇液体密度的平均绝对偏差百分比(ADD%)分别为0.792%和1.367%。结果强调,与SAFT状态方程相比,人工神经网络可以更准确地预测纯醇的热物理性质。

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