Parameters of the UNIQUAC model for describing the vapor-liquid phase equilibrium of D2-T2, D2-DT, DT-T2 hydrogen isotope mixtures

T. G. Korotkova
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引用次数: 1

Abstract

Objectives. Determination of the parameters of the binary energy interaction of the (UNIversal QUAsiChemical) UNIQUAC model on the basis of mathematical processing of experimental literature data on the phase equilibrium of hydrogen isotopic mixtures D2-T2, D2-DT, DT-T2 to calculate the activity coefficients of the components D2, DT, and T2.Methods. The method of successive approximations was used in junction with the “from stage to stage” method, which consists in calculating a single evaporation process on a theoretical plate.Results. Equations were written for calculating the activity coefficients of hydrogen isotopes on the basis of the Sherwood theory as applied to binary D2-T2, D2-DT, DT-T2 and ternary D2-DT-T2 hydrogen isotope mixtures. The graphical dependences of the activity coefficients and separation coefficients of mixtures D2-T2, D2-DT, and DT-T2 are compared in the range of the concentration of a highly volatile component from 0 to 100 mol % at atmospheric pressure for three options: ideal mixtures; non-ideal mixtures using the Sherwood theory; non-ideal mixtures on the basis of the UNIQUAC model. The dependences of the separation coefficients a were found to be similar for all binary isotopic mixtures. However, when considering mixtures as ideal, a increases.According to Sherwood's theory, a remains a practically constant value, which is independent of the composition of the mixture. The UNIQUAC model predicts a decrease in a with an increase in the concentration of a less volatile component in the mixture. The profile of the distribution of hydrogen isotopes D2, DT, and T2 of a three-component mixture D2-DT-T2, along the height of a distillation column operating in a closed mode was calculated for three variants. It was accepted that: pressure along the height of the column is constant and equal to atmospheric 760 mm Hg. Art.; number of theoretical plates 21; concentration of components in the liquid phase on the first plate (stage), in mol %: XD₂ = 65; XDT= 10; XT₂= 25; the accuracy of calculating the composition of the vapor phase is 10-10.Conclusions. The parameters of the binary energy interaction of the UNIQUAC model of hydrogen isotopic mixtures D2-T2, D2-DT, and DT-T2 are determined. The UNIQUAC model is adequate in relation to experimental data on the coefficient of separation. Due to systematic deviations in the theoretical Sherwood and ideal models, they are not suitable for further calculations of phase equilibrium of isotopic mixtures of hydrogen D2-T2, D2-DT, DT-T2, and D2-DT-T2.
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描述D2-T2, D2-DT, DT-T2氢同位素混合物气液相平衡的UNIQUAC模型参数
目标。在对氢同位素混合物D2- t2、D2-DT、DT- t2相平衡实验文献数据进行数学处理的基础上,确定了(通用准化学)UNIQUAC模型二元能相互作用参数,计算了D2、DT、t2组分的活度系数。逐次逼近法与逐级逼近法结合使用,逐级逼近法是在理论板上计算单个蒸发过程。根据Sherwood理论,分别计算二元D2-T2、D2-DT、DT-T2和三元D2-DT- t2氢同位素混合物的氢同位素活度系数。在三种情况下,比较了混合物D2-T2、D2-DT和DT-T2的活度系数和分离系数在高挥发性组分浓度0 ~ 100mol %的大气压范围内的图形依赖性:理想混合物;利用Sherwood理论的非理想混合;基于UNIQUAC模型的非理想混合物。分离系数a对所有二元同位素混合物的依赖关系是相似的。然而,当考虑理想混合物时,a增加。根据舍伍德的理论,a实际上是一个常数,它与混合物的成分无关。UNIQUAC模型预测,随着混合物中挥发性较低成分浓度的增加,a会降低。计算了三组分混合物D2-DT-T2的氢同位素D2、DT和T2沿闭式精馏塔高度的分布曲线。人们普遍认为:沿塔身高度的压力是恒定的,等于大气压力760毫米汞柱。理论板数21;第一级板(级)上液相组分浓度,mol %: xd2 = 65;XDT = 10;XT₂= 25;气相组成的计算精度为10 ~ 10。确定了氢同位素混合物D2-T2、D2-DT和DT-T2的UNIQUAC模型的二元能量相互作用参数。与分离系数的实验数据相比,UNIQUAC模型是足够的。由于理论Sherwood模型和理想模型存在系统偏差,不适合进一步计算氢同位素混合物D2-T2、D2-DT、DT-T2和D2-DT- t2的相平衡。
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