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Partial Miscibilities in Binary Solutions with Two Kinds of Specific Interactions
Partial Miscibilities in Binary Solutions with Two Kinds of Specific Interactions
Jung, Hae-Young
Journal of the Korean Chemical Society. 2016. Apr, 60(2): 111-117
DOI : http://dx.doi.org/10.5012/jkcs.2016.60.2.111
  • Published : April 20, 2016
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Jung, Hae-Young
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Jung, Hae-Young
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Abstract
In this article, new Gibbs free energy of mixing is derived when there are specific interactions between solvent-solute molecules and between solute-solute molecules in binary solutions. It is asssumed that a probability of specific interactions satisfies a binomial distribution. Using this Gibbs free energy of mixing, we investigate possible types of partial miscibilities and show that &#x3A9;-shaped temperature-composition phase diagrams can exist. We calculate &#x3A9;-shaped temperature-composition phase diagram of water-2-butanol system and compare that with result calculated by the method of Hino<sup>5</sup> et al. and the experimental data.
Keywords
Partial miscibility ;  Closed miscibility loop ;  &#x3A9 ;  -shaped miscibility ;  Specific interaction ;  Water-2-butanol
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Citing 'Partial Miscibilities in Binary Solutions with Two Kinds of Specific Interactions '
@article{ JCGMDC_2016_v60n2_111} ,title={Partial Miscibilities in Binary Solutions with Two Kinds of Specific Interactions} ,volume={2} , url={http://dx.doi.org/10.5012/jkcs.2016.60.2.111}, DOI={10.5012/jkcs.2016.60.2.111} , number= {2} , journal={Journal of the Korean Chemical Society} , publisher={Korean Chemical Society} , author={Hae-Young, Jung} , year={2016} , month={Apr}