• Title of article

    Thermodynamic and kinetic considerations of nucleation and stabilization of acoustic cavitation bubbles in water

  • Author/Authors

    Bapat، نويسنده , , Pratap S. and Pandit، نويسنده , , Aniruddha B.، نويسنده ,

  • Issue Information
    فصلنامه با شماره پیاپی سال 2008
  • Pages
    13
  • From page
    65
  • To page
    77
  • Abstract
    Qualitative explanation for a homogeneous nucleation of acoustic cavitation bubbles in the incompressible liquid water with simple phenomenological approach has been provided via the concept of the desorbtion of the dissolved gas and the vaporization of local liquid molecules. The liquid medium has been viewed as an ensemble of lattice structures. Validity of the lattice structure approach against the Brownian motion of molecules in the liquid state has been discussed. Criterion based on probability for nucleus formation has been defined for the vaporization of local liquid molecules. Energy need for the enthalpy of vaporization has been considered as an energy criterion for the formation of a vaporous nucleus. Sound energy, thermal energy of the liquid bulk (Joule–Thomson effect) and free energy of activation, which is associated with water molecules in the liquid state (Brownian motion) as per the modified Eyring’s kinetic theory of liquid are considered as possible sources for the enthalpy of vaporization of water molecules forming a single unit lattice. The classical nucleation theory has then been considered for expressing further growth of the vaporous nucleus against the surface energy barrier. Effect of liquid property (temperature), and effect of an acoustic parameter (frequency) on an acoustic cavitation threshold pressure have been discussed. Kinetics of nucleation has been considered.
  • Keywords
    Vaporous nucleus , Kinetics , Thermodynamics , Acoustic cavitation , Threshold pressure , Cubic lattice model
  • Journal title
    Ultrasonics Sonochemistry
  • Serial Year
    2008
  • Journal title
    Ultrasonics Sonochemistry
  • Record number

    2189019