作者: G.P. Berman , G.M. Zaslavsky
DOI: 10.1016/0378-4371(79)90112-2
关键词:
摘要: Abstract Quantum K -systems can usually be regarded as the systems which are conventional at ℏ = 0, i.e. they have property of mixing trajectories in a phase space. The master kinetic equation without priori random assumptions is derived quasiclassical approximation for quantum -systems. It shown how nondiagonal elements density matrix decay and memory about initial conditions vanishes. A nonlinear oscilator perturbed by periodically time-dependent field considered an example.