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Acoustic microstreaming around an encapsulated particle.

Alexander A Doinikov1, Ayache Bouakaz

  • 1INSERM U930 CNRS ERL 3106, Universite Francois Rabelais, CHU Bretonneau, 2 Boulevard Tonnelle, 37044 Tours Cedex 9, France. doinikov@bsu.by

The Journal of the Acoustical Society of America
|March 25, 2010
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This study proposes a theory to calculate acoustic microstreaming around encapsulated particles in ultrasound fields. The model accounts for particle properties and fluid dynamics, offering insights into microstreaming phenomena.

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Area of Science:

  • Acoustics
  • Fluid Dynamics
  • Particle Physics

Background:

  • Acoustic microstreaming is a fluid flow phenomenon induced by sound waves.
  • Understanding microstreaming around encapsulated particles is crucial for various applications.
  • Existing models often have limitations regarding particle properties and fluid compressibility.

Purpose of the Study:

  • To develop a comprehensive theory for calculating acoustic microstreaming around encapsulated particles.
  • To account for viscous and compressible fluids both inside and outside the particle.
  • To consider all particle motion modes and shell properties.

Main Methods:

  • A theoretical framework is proposed to calculate acoustic microstreaming.
  • The model assumes a particle suspended in an unbounded fluid with viscous and compressible properties.
  • It incorporates the particle's elastic, viscous, and compressible shell, considering all motion modes.

Main Results:

  • A theory is presented to calculate acoustic microstreaming around encapsulated particles (gas or liquid core).
  • The model is valid for particles of any size relative to acoustic and viscous wavelengths.
  • Solutions for the sound field within the shell are applicable for any size-to-wavelength ratio.

Conclusions:

  • The developed theory provides a robust method for analyzing acoustic microstreaming around encapsulated particles.
  • The model's generality allows for application to diverse particle types and acoustic conditions.
  • Numerical examples demonstrate the theory's utility for encapsulated gas bubbles and liquid-core particles.