Abstract
We showed that the idea of Schleich and Wheeler (1987, Nature326, 574) for the semiclassical approach of the interference in phase space of harmonic oscillator squeezed states can be extended to that of general time-dependent Hamiltonian system. The quantum phase properties of squeezed states for the general time-dependent Hamiltonian system are investigated by using the quantum distribution function. The weighted overlaps An and phases θn for the system are evaluated in the semiclassical limit.
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