Nonequilibrium Statistical Operator of a Vibronic System; Decay of the Squeezed State (original) (raw)

Journal of the Physical Society of Japan, 1988

Abstract

A nonequilibrium statistical operator of a vibronic system in the representation of the configurational coordinate and the corresponding characteristic Wigner function are considered. In the formulas obtained, quadratic quantum fluctuations in the nonstationary state are expressed via integrals from the dynamical Green’s functions; the expressions at small and large times pass over into the Callen-Welton formula. The formalism proposed can be used to describe squeezed pulses.

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