1990
DOI: 10.1016/0021-9614(90)90199-z
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Excess molar enthalpies of {methanol or ethanol + (2-butanone + benzene)} at 298.15 K

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Cited by 96 publications
(60 citation statements)
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“…The values of the association constants are the same as reported (1,4) previously for methanol; K 2 = 70, K 3 = 120, K = 100, and θ = 90 at T = 298.15 K; and for acetonitrile, K B = 8.7 and K B = 2.1 at T = 318.15 K. The enthalpies of the hydrogen bond formation are: h 2 = −21.2 kJ · mol −1 for the methanol dimer, h 3 = 2h−h 2 for the trimer, and h = −23.5 kJ · mol −1 for the higher polymers including the cyclic case; and h B = −8.7 kJ · mol −1 for the acetonitrile dimer and h B = −6.7 kJ · mol −1 for the acetonitrile polymer. The enthalpies of formation for these chemical equilibria were assumed to be independent of temperature.…”
Section: Discussionmentioning
confidence: 96%
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“…The values of the association constants are the same as reported (1,4) previously for methanol; K 2 = 70, K 3 = 120, K = 100, and θ = 90 at T = 298.15 K; and for acetonitrile, K B = 8.7 and K B = 2.1 at T = 318.15 K. The enthalpies of the hydrogen bond formation are: h 2 = −21.2 kJ · mol −1 for the methanol dimer, h 3 = 2h−h 2 for the trimer, and h = −23.5 kJ · mol −1 for the higher polymers including the cyclic case; and h B = −8.7 kJ · mol −1 for the acetonitrile dimer and h B = −6.7 kJ · mol −1 for the acetonitrile polymer. The enthalpies of formation for these chemical equilibria were assumed to be independent of temperature.…”
Section: Discussionmentioning
confidence: 96%
“…(10) The binary parameters of the (methanol + acetonitrile) and (methanol + butan-2-one) were the same as those taken from the previous papers (1,4) and the non-randomness parameter α ji was set as 0.3 for all systems. Table 4 gives the binary parameters and the absolute arithmetic-mean deviations, |H E m | , between the binary experimental and calculated values.…”
Section: Discussionmentioning
confidence: 99%
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“…The binary experimental data were fitted with a variable degree polynomial due to Redlich-Kister. (6) The ternary contribution to the excess enthalpy was correlated on the basis of the Cibulka (7) and Nagata and Tamura (8) equations. Ternary magnitude contributions were also used in two equations proposed in an earlier study.…”
Section: Introductionmentioning
confidence: 99%