A review that bridges invariant methods and squeezing formalism to describe excitations and adiabaticity breakdown in time-dependent quantum harmonic oscillators.
(94) Here, the unitary operator ˆT(t) ( ˆT(t) ˆT †(t) = ˆT †(t) ˆT(t) = ˆIfor anyt) links the vacuum states|0;t⟩ H ,|0;t⟩ I to each other:|0;t⟩ I = ˆT(t)|0;t⟩ H
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Squeezing and adiabaticity breaking in time-dependent quantum harmonic oscillators
A review that bridges invariant methods and squeezing formalism to describe excitations and adiabaticity breakdown in time-dependent quantum harmonic oscillators.