Publication Date:
2008
abstract:
We discuss the recent attempts to generalize dynamical density functional (DDF) theory to situations where the momentum and energy transport, not necessarily associated with mass diffusion, play a role. We consider an assembly of particles described by inertial dynamics and subjected to the influence of a heat-bath. By means of a time multiple timescale analysis we derive the evolution equation for the noise-averaged density field. Remarkably, for large values of the friction parameter and/or the mass of the particles we obtain the same governing equation of DDF, and in addition we are able to compute higher-order corrections.
Iris type:
01.01 Articolo in rivista
Keywords:
MODIFIED ENSKOG EQUATION; BROWNIAN-MOTION; KINETIC-MODEL; FLUID; NONUNIFORM
List of contributors:
Cecconi, Fabio; Melchionna, Simone
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