On the role of the history force for inertial particles in turbulence
arXiv:1501.04770 · doi:10.1017/jfm.2015.551
Abstract
The history force is one of the hydrodynamic forces which act on a particle moving through a fluid. It is an integral over the full time history of the particle's motion and significantly complicates the equations of motion (accordingly it is often neglected). We present here a study of the influence of this force on particles moving in a turbulent flow, for a wide range of particle parameters. It is shown that the magnitude of history force can be significant and that it can have a considerable effect on the particles' slip velocity, acceleration, preferential concentration and collision rate. We also investigate the parameter dependence of the strength of these effects.
Cited by in corpus (14)
- The effect of Reynolds number on inertial particle dynamics in isotropic turbulence. Part I: Simulations without gravitational effects
- Clustering and preferential concentration of finite-size particles in forced homogeneous-isotropic turbulence
- Accurate solution method for the Maxey-Riley equation, and the effects of Basset history
- History effects in the sedimentation of light aerosols in turbulence: the case of marine snow
- Particle-Pair Relative Velocity Measurement in High-Reynolds-Number Homogeneous and Isotropic Turbulence Using 4-Frame Particle Tracking Velocimetry
- A numerical approach for particle-vortex interactions based on volume-averaged equations
- Physical pendulum model: Fractional differential equation and memory effects
- Irreversibility-inversions in 2 dimensional turbulence
- Trapping and extreme clustering of finitely-dense inertial particles near a rotating vortex pair
- The effect of gravity on bubble-particle collisions in turbulence
- Motion of a Rigid Body in a Special Lorentz Gas: Loss of Memory Effect
- Relevance of the Basset history term for Lagrangian particle dynamics
- Statistics of relative velocity for particles settling under gravity in a turbulent flow
- Caustics of finitely dense inertial particles