Physical Review Letters · 2005 · 64 citations · 20 references
Natural SciencesPhysicsFluid DynamicsFluid MechanicsThermodynamicsBoltzmann Transport EquationMagnetohydrodynamicsBoltzmann EquationsGranular Flow DynamicsGranular Flow ModelingGranular MatterSteady Shear FlowVelocity Distribution
Hydrodynamic equations for nearly smooth granular gases are derived from the pertinent Boltzmann equation. The angular velocity distribution field needs to be included in the set of hydrodynamic fields. The angular velocity distribution is strongly non-Maxwellian for the homogeneous cooling state and any homogeneous steady state. In the case of steady wall-bounded shear flows the average spin (created at the boundaries) has a finite penetration length into the bulk.
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The mathematical theory of non-uniform gases
K. G. Budden · Journal of Atmospheric and Terrestrial Physics · 1971 · 3.6K citations