• Title of article

    A comprehensive approach to the surface tension of binary liquid mixtures

  • Author/Authors

    Piٌeiro، نويسنده , , ءngel and Brocos، نويسنده , , Pilar and Bravo-Bravo، نويسنده , , Ramَn and Amigo، نويسنده , , Alfredo، نويسنده ,

  • Issue Information
    روزنامه با شماره پیاپی سال 2001
  • Pages
    16
  • From page
    337
  • To page
    352
  • Abstract
    In order to describe quantitatively the nature and composition of the surface layer in a binary liquid mixture, some equations are derived within the frame of the association solution model by Kretschmer and Wiebe. Bulk concentrations, properties of the pure compounds (surface tension σ, molar volume v and association constant K) and the constant for complexation KAB are involved in such expressions. If molecules of both compounds are not able to form heterocomplexes only one adjustable parameter is necessary, while another one is included when KAB≠0. The proposed set of equations acquires special significance when heteroassociation compels the surface tension of a solution to be higher (or lower) than that of both pure compounds. Different binary systems have been employed to test the obtained relationships, namely (THF+n-hexane, n-heptane, n-octane, n-nonane or n-decane), (ethanol or 1-propanol+n-hexane or n-heptane), and (THF+1-hexanol, 1-heptanol, 1-octanol, 1-nonanol or 1-decanol). Surface tension values for these mixtures were taken from the literature except those for the series (THF+1-alkanol), which have been measured at the temperature 298.15 K by using a drop volume tensiometer. A simulated annealing method has been utilized in order to carry out the adjustments. Surface tension data are well described by the proposed set of equations in all cases.
  • Keywords
    Aneotrope , association constant , Surface concentrations , Surface Tension , Associated solution model , Volume fractions
  • Journal title
    Fluid Phase Equilibria
  • Serial Year
    2001
  • Journal title
    Fluid Phase Equilibria
  • Record number

    1983296