Oscillations of a solid sphere falling through a wormlike micellar fluid
arXiv:physics/0205067 · doi:10.1103/PhysRevE.67.065301
Abstract
We present an experimental study of the motion of a solid sphere falling through a wormlike micellar fluid. While smaller or lighter spheres quickly reach a terminal velocity, larger or heavier spheres are found to oscillate in the direction of their falling motion. The onset of this instability correlates with a critical value of the velocity gradient scale s. We relate this condition to the known complex rheology of wormlike micellar fluids, and suggest that the unsteady motion of the sphere is caused by the formation and breaking of flow-induced structures.
4 pages, 4 figures
Cited by in corpus (17)
- Oscillating Modes of Driven Colloids in Overdamped Systems
- Oscillatory Motion of Rising Bubbles in Wormlike Micellar Fluids with Different Microstructures
- Acoustic emission associated with the bursting of a gas bubble at the free surface of a non-newtonian fluid
- Suppression of the Rayleigh-Plateau instability on a vertical fibre coated with wormlike micelle solutions
- How are mobility and friction related in viscoelastic fluids?
- Oscillatory settling in wormlike-micelle solutions: bursts and a long time scale
- Towards a More General Type of Univariate Constrained Interpolation With Fractal Splines
- Rhythmic cluster generation in strongly driven colloidal dispersions
- Quantifying the destructuring of a thixotropic colloidal suspension using falling ball viscometry
- Bubble coalescence in worm-like micellar solutions
- Degassing cascades in a shear-thinning viscoelastic fluid
- A two species micro-macro model of wormlike micellar solutions and its maximum entropy closure approximations: An energetic variational approach
- A mesoscale study of creep in a microgel using the acoustic radiation force
- Tunable Memory and Activity of Quincke Particles in Micellar Fluid
- Nonlinear Langevin functionals for a driven probe
- Micro-rheology of a particle in a nonlinear bath: Stochastic Prandtl-Tomlinson model
- Instability and stress fluctuations of a probe driven through a worm-like micellar fluid