(378b) A Proposal on Thermodynamic Consistency Test of Vapor-Liquid Equilibria Data at High Pressure
AIChE Annual Meeting
2024
2024 AIChE Annual Meeting
Engineering Sciences and Fundamentals
Poster Session: Thermodynamics and Transport Properties (Area 1A)
Tuesday, October 29, 2024 - 3:30pm to 5:00pm
The consistency test of vapor-liquid equilibria is useful for discussing the quality of experimental data. For normal pressures, many research works have been made using point test and area test. The authors have discussed for binary vapor-liquid equilibria of 474 systems and 1,056 data sets [1, 2]. However, the research work for high-pressure vapor-liquid equilibria is quite few [3, 4].
This paper deals with the proposal of consistncy test of high-pressure vapor-liquid equilibria. The point test and area test at high pressure have been discussed from the relationship to consistency test at normal pressure. Firstly, the point test has been discussed using the Peng-Robinson, MHV1, MHV2 and NRTL models for 9 binary systems composed of CO2 and solvent [5-7]. The judge criterion is fixed by relative deviations for total pressure (less than 5 %) and vapor-composition (less than 0.010 mole fraction). Secondly, the area test has been proposed using activity coefficients by thermodynamic equations [3] for 15 binary systems composed of ethane + solvent and CO2 + solvent. The judge criterion is fixed by equation from Gibbs-Duhem equation (100xâ«ln(γ1/γ2)dx < 3).
References
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[2] K. Tochigi, K. Sumita, H. Matsuda and K. Kurihara: Bunri Gijutu, 46, 311-316 (2016)
[3] K. Ohgaki and T. Katayama: J. Chem. Eng. Data, 21, 53-55 (1976)
[4] H. K. Bae, K. Nagahama and M. Hirata: J. Chem. Eng. Japan, 14, 1-6 (1981)
[5]K. Tochigi, K. Hasegawa, N. Asano and K. Kojima: J. Chem. Eng. Data, 43, 954-956 (1998)
[6] K. Tochigi, T. Namae, T. Suga, H. Matsuda, K. Kurihara, M. C. dos Ramos and C. McCabe:J. Supercrital Fluids, 55, 682-689 (2010)
[7] H. Matsuda, T. Suga, T. Tsuji, K. Tochigi, K. Kurihara, A. K. Nelson and C. McCabe: Fluid Phase Equilibria, 526, 112814 (2020)