The Henry's law constant of N2O and CO2 in aqueous binary and ternary amine solutions (MEA, DEA, DIPA, MDEA, and AMP)

This paper presents a new expression for the Henry's law constant of N2O in aqueous binary and ternary amine solutions (monoethanolamine MEA, diethanolamine DEA, diisopropanolamine DIPA, N-methyldiethanolamine MDEA, and 2-amino-2-methyl-1-propanol AMP) as a function of temperature and amine concentration. The Henry's law constant of CO2 is derived from the Henry's law constant of N2O in the same solvents, assuming the N2O–CO2 analogy. The Henry's law constant of CO2 in aqueous amine solvents is necessary while modeling gas sweetening and post-combustion CO2 capture processes, i.e. the absorber and the solvent regeneration units.The parameters of the new expression were fitted to 992 data points up to 393 K, thus extending the model validity range to higher temperatures compared to most of the models found in the literature. The Henry's law constants at high temperatures are especially important in modeling the solvent regeneration step, since amine regenerations often occurs near 393 K, which is above the validity range of most existing correlations.The weighted average error calculated on all the studied binary solvents was 5%. The shape of our model enables the direct calculation of the Henry's law constant of N2O in aqueous ternary amine solutions solely based on the Henry's law constants of N2O in aqueous binary amine solutions with an average deviation of 9.4%. If solubility data in the aqueous ternary amine solutions of interest are available, an additional ternary parameter can be regressed and the model average error reduced to 6.4%.

► We modeled the Henrys law constant of N2O in aqueous binary and ternary amine solutions.
► MEA, DEA, DIPA, MDEA and AMP are the amines used in this study.
► Our model for the studied systems is valid up to 393 K.
► The weighted average error for binary systems was 5%, and for ternary systems 6.4%.
► Ternary solvent systems may also be calculated directly from binary solvent systems.