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GE model independent application of the Gibbs-Helmholtz validation method to P-x data

机译:GE模型独立应用Gibbs-Helmholtz验证方法对P-X数据

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Gibbs-Helmholtz (G-H) data validation for P-T-x/z (pressure-temperature-liquid mole fraction/overall mole fraction) binary VLE data sets, involves comparing calculated excess enthalpies (H-E) from model derivation to experimental excess enthalpy data obtained independently from calorimetry. The usual methods have generally been applied to data at low pressures (usually 1-3 bars) and are dependent on the model selected for the activity coefficient (G(E) model), however measurements of this nature, where the vapour phase is not determined analytically, can also be conducted at moderate pressures (up to 15 bars) and can be modelled in a similar manner. It's proposed in this work that the G-H validation procedure can also be applied in these ranges if a modification is made for the description of the vapour phase non-idealities through a cubic equation of state. Furthermore, the dependence of the procedure on the activity coefficient model selected in the correlation of the VLE data is investigated. Additionally, a G(E) model independent method for Gibbs-Helmholtz validation of binary VLE systems at moderate pressures is proposed and tested, that involves the integration of the coexistence equation, using a cubic equation of state to describe vapour-phase non-idealities. It was found that the G(E) model independent validation procedure generally provides a superior prediction of the temperature trends and magnitude of H-E than the model dependent method, and thus is a more reliable procedure for comparison to calorimetrically measured H-E data. (C) 2019 Elsevier B.V. All rights reserved.
机译:GIBBS-HELMHOLTZ(GH)P​​TX / Z(压力 - 温度 - 液体摩尔分数/整体摩尔分数)二元VLE数据集的数据验证涉及将计算出的过量焓(HE)与模型衍生到独立于热量测定获得的实验过量焓数据进行比较。通常的方法通常已被应用于低压(通常为1-3个条形)的数据,并且依赖于为活动系数(G(e)模型)选择的模型,但是这种性质的测量,其中蒸汽阶段不是在分析上确定,也可以以中等压力(最多15巴)进行,并且可以以类似的方式进行建模。在这项工作中提出,如果通过立方状态的立方方程对蒸汽相非理想的描述进行了修改,则可以在这些范围内应用G-H验证程序。此外,研究了过程对在VLE数据的相关性中选择的活动系数模型上的依赖性。另外,提出并测试了G(e)模型的Gibbs-Helmholtz验证二元vle系统的Gibbs-helmholtz系统的独立方法,其涉及共存方程的集成,使用状态的立方方程来描述气相非理想。发现G(e)模型独立验证过程通常提供了对H-E的温度趋势和大小而不是模型相关方法的卓越预测,因此是一种更可靠的过程,以便与热敏测测量的H-E数据进行比较。 (c)2019年Elsevier B.V.保留所有权利。

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