Equation of state of a granular gas homogeneously driven by particle rotations
arXiv:1306.4488 · doi:10.1209/0295-5075/103/64004
Abstract
We report an experimental study of a dilute "gas" of magnetic particles subjected to a vertical alternating magnetic field in a 3D container. Due to the torque exerted by the field on the magnetic moment of each particle, a spatially homogeneous and chaotic forcing is reached where only rotational motions are driven. This forcing differs significantly from boundary-driven systems used in most previous experimental studies on non equilibrium dissipative granular gases. Here, no cluster formation occurs, and the equation of state displays strong analogy with the usual gas one apart from a geometric factor. Collision statistics is also measured and shows an exponential tail for the particle velocity distribution. Most of these observations are well explained by a simple model which uncovers out-of-equilibrium systems undergoing uniform "heating".
Europhysics Letters (2013) in press
References in corpus (4)
- Simulations of vibrated granular medium with impact velocity dependent restitution coefficient
- Equipartition of rotational and translational energy in a dense granular gas
- Heating mechanism affects equipartition in a binary granular system
- Particle kinematics in a dilute, 3-dimensional, vibration-fluidized granular medium
Cited by in corpus (10)
- Velocity Distribution of a Homogeneously Cooling Granular Gas
- Magnetic ghosts and monopoles
- Statistical Equilibrium of Large Scales in Three-Dimensional Hydrodynamic Turbulence
- Universality of temperature distribution in granular gas mixtures with a steep particle size distribution
- Dissipated power within a turbulent flow forced homogeneously by magnetic particles
- High-energy velocity tails in uniformly heated granular materials
- Asymptotic behavior of the velocity distribution of driven inelastic gas with scalar velocities: analytical results
- Velocity distribution of driven granular gases
- Asymptotic velocity distribution of a driven one dimensional binary granular Maxwell gas
- Statistics of a 2D immersed granular gas magnetically forced in volume