A theoretical scheme using Bogoliubov transformations shows that off-resonance energies in driven coupled oscillators grow unbounded while on-resonance energies remain bounded and periodic, with explicit Husimi functions derived for coherent and number states.
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Quantum Dynamics of Interacting dissipative oscillators: A novel scheme
A theoretical scheme using Bogoliubov transformations shows that off-resonance energies in driven coupled oscillators grow unbounded while on-resonance energies remain bounded and periodic, with explicit Husimi functions derived for coherent and number states.