Linear hydrodynamics for driven granular gases
M.I. Garcia de Soria, P. Maynar, E. Trizac

TL;DR
This paper derives hydrodynamic equations and explicit transport coefficients for a driven granular gas using a Boltzmann approach, focusing on small perturbations around the stationary state.
Contribution
It provides a theoretical derivation of hydrodynamic equations and Green-Kubo formulas for transport coefficients in driven granular gases, accounting for inelasticity and spatial dimension.
Findings
Explicit expressions for transport coefficients as functions of inelasticity and dimension
Hydrodynamic equations derived for small perturbations around stationary state
Green-Kubo formulas established for transport coefficients
Abstract
We study the dynamics of a granular gas heated by the stochastic thermostat. From a Boltzmann description, we derive the hydrodynamic equations for small perturbations around the stationary state that is reached in the long time limit. Transport coefficients are identified as Green-Kubo formulas obtaining explicit expressions as a function of the inelasticity and the spacial dimension.
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