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首页> 外文期刊>Fluid Phase Equilibria >Modeling surface tension and interface of (water+methanol), (water+ethanol), (water+1-propanol), and (water+MEG) mixtures
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Modeling surface tension and interface of (water+methanol), (water+ethanol), (water+1-propanol), and (water+MEG) mixtures

机译:(水+甲醇),(水+乙醇),(水+ 1-丙醇)和(水+ MEG)混合物的建模表面张力和界面

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AbstractTwo models were used to describe the surface tension and interfacial composition of (water?+?methanol), (water?+?ethanol), (water+1-propanol), and (water?+?monoethylene glycol) binary mixtures. The cubic plus association equation of state was applied to compute the composition and molar volume of the phases. The first model was the equality of the chemical potential of components at the interface and the bulk liquid. Four adjustable parameters of this model were determined according to the experimental surface tensions. Then the first model was used to compute the interfacial composition of methanol, ethanol, 1-propanol, and monoethylene glycol. The computed interfacial compositions of ethanol were compared with the available experimental data in the literature. It was found that the first model successfully calculated the interfacial composition of ethanol. The second model was the gradient theory of inhomogeneous interfaces. This model had two adjustable coefficients. These coefficients were regressed based on the experimental surface tensions. The interfacial composition profiles of alcohols and monoethylene glycol were determined. The percentages of the average absolute deviation were 2.59 and 1.75 for the first and the second models, respectively. The results of both models showed that 1-propanol and monoethylene glycol had the highest and lowest absorptions at the interface. However, the second model was more suitable than the first one.
机译:<![CDATA [ 抽象 两种模型用于描述(水?+甲醇)的表面张力和界面组成,(水+ +乙醇),(水+ 1-丙醇),(水?+α-单亚乙二醇)二元混合物。立方和状态的立方和关联方程被应用于计算相的组合物和摩尔体积。第一模型是界面和散装液体在界面和散装液体的化学电位的平等。根据实验表面张力确定该模型的四个可调节参数。然后,第一模型用于计算甲醇,乙醇,1-丙醇和一甲基二醇的界面组成。将乙醇的计算界面组合物与文献中的可用实验数据进行比较。发现第一模型成功地计算了乙醇的界面组成。第二种模型是非均匀接口的梯度理论。该模型具有两个可调节系数。基于实验表面张力来回归这些系数。测定醇和一甲基二醇的界面组合物谱。对于第一和第二型号,平均绝对偏差的百分比分别为2.59和1.75。两种模型的结果表明,在界面处具有最高和最低吸收的1-丙醇和一甲丙醇。然而,第二种模型比第一个模型更合适。

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