Publications by authors named "A A Doinikov"

Article Synopsis
  • The paper explores a new type of microswimmer made of two contacting bubbles that move under the influence of an acoustic field.
  • A theoretical framework is developed to calculate the forces between these bubbles in a viscous liquid, showing how they interact during close contact.
  • Experimental results confirm that the interaction of the acoustically excited bubbles leads to self-propulsion, demonstrating their potential as a functional microswimmer.
View Article and Find Full Text PDF

Achieving controlled mobility of microparticles in viscous fluids can become pivotal in biologics, biotechniques, and biomedical applications. The self-assembly, trapping, and transport of microparticles are being explored in active matter, micro and nanorobotics, and microfluidics; however, little work has been done in acoustics, particularly in active matter and robotics. This study reports the discovery and characterization of microbubble behaviors in a viscous gel that is confined to a slight opening between glass boundaries in an acoustic field.

View Article and Find Full Text PDF

An analytical formula is derived for acoustic radiation force exerted by an axisymmetric acoustic wave on an isotropic solid spherical particle in a compressible viscoelastic fluid. The particle is assumed to undergo pulsation, translation, and shape deformations of all orders. The fluid motion is described by the compressible Oldroyd-B model.

View Article and Find Full Text PDF

An analytical theory is developed for acoustic streaming induced by an axisymmetric acoustic wave field around an isotropic solid spherical particle in a compressible viscoelastic fluid. The particle is assumed to undergo pulsation, translation, and shape deformations of all orders. The fluid motion is described by the compressible Oldroyd-B model.

View Article and Find Full Text PDF

In this study, we report recent theoretical and experimental developments dealing with the axisymmetric flow surrounding non-spherically oscillating microbubbles. A wide variety of microstreaming patterns is revealed using a theoretical modeling providing exact analytical solutions of the second-order mean flows. The streaming pattern is highly dependent on the modal content of the bubble interface oscillation, including possibly spherical, translational, and nonspherical modes, as well as any combination of these modes.

View Article and Find Full Text PDF