In the large cavity-laser detuning, the cavity modes can be eliminated adiabatically with the required condition that its decay rate should dominates the other interaction rates present in the system. However, the steady state can be obtained in the large detuning regimes by substituting the time derivative of cavity mode equals to zero( t approaches infinity). Can I correlates these two?
Dear Vincent, Thanks for your answer and reference. You have considered the steady state in that article but its not adiabatically eliminated. could you please differentiate these two terms?. Thanks...
I would more usually adiabatically eliminate a mode with a different time rate so that I could solve the dynamics of the remaining modes. Adiabatic elimination isn't only for steady states.