2022
DOI: 10.1021/acs.jced.1c00753
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Solubility, Phase Equilibria, and Critical Phenomena in the Ternary KBr + H2O + C5H5N System from T = 283.15 to 363.15 K

Abstract: The solubility of components, phase equilibria, and critical phenomena in the potassium bromide + water + pyridine system were investigated from T = 283.15 to 363.15 K by the visual polythermal method. KBr delaminates water–pyridine solutions above 323.75 K. The formation temperature of the critical tie line of the monotectic state (323.75 K) and the compositions of the solutions corresponding to the critical solubility points of liquid–liquid equilibrium at three temperatures were determined. The distribution… Show more

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Cited by 3 publications
(10 citation statements)
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“…The critical tie line KS transforms, as temperature increases, into a triangle scriptl 1 + scriptl 2 + normalS of monotectic state with adjoining fields of the delamination field scriptl 1 + scriptl 2 with the critical point K and saturated solutions scriptl 1 + normalS and scriptl 2 + normalS (e.g., the phase diagram at 278.15 K in Figure c). This set of phase states characteristic of isothermal phase diagrams of such three-component systems with salting-out of mixtures of the components of the incoming binary homogeneous system , is observed in the temperature range 274.25–291.45 K (Figure c,d). At the same time, with an increase in temperature, the fields of monotectics and delamination expand.…”
Section: Resultsmentioning
confidence: 81%
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“…The critical tie line KS transforms, as temperature increases, into a triangle scriptl 1 + scriptl 2 + normalS of monotectic state with adjoining fields of the delamination field scriptl 1 + scriptl 2 with the critical point K and saturated solutions scriptl 1 + normalS and scriptl 2 + normalS (e.g., the phase diagram at 278.15 K in Figure c). This set of phase states characteristic of isothermal phase diagrams of such three-component systems with salting-out of mixtures of the components of the incoming binary homogeneous system , is observed in the temperature range 274.25–291.45 K (Figure c,d). At the same time, with an increase in temperature, the fields of monotectics and delamination expand.…”
Section: Resultsmentioning
confidence: 81%
“…The ratio of the TEA concentrations in the equilibrium organic and water phases of the monotectics at each selected temperature is its distribution coefficients . The compositions of liquid phases of monotectics were calculated by the graphical method at different temperatures from the phase diagrams. , These compositions in mass fractions and distribution coefficients K d of TEA depending on the temperature are given in Table (in mole fractions in Table S7 in the Supporting Information). K d grows with increasing temperature, namely, salting-out of TEA from its aqueous solutions under the influence of potassium bromide enhances.…”
Section: Resultsmentioning
confidence: 99%
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