Effective Liouville Equation for Classical Driven Systems
arXiv:cond-mat/9806137
Abstract
A large class of classical dynamical systems with an external rapidly oscillating driving action is considered and the effective Hamiltonian-like equations for the mean motion are obtained. The respective Liouville equation for the distribution function of the mean coordinates and momenta is derived.
minor misprints corrected; 4 pages, no figures, REVTeX