Publication | Closed Access
A quantum-mechanical master equation treatment of the dynamical Stark effect
393
Citations
30
References
1976
Year
Quantum DynamicEngineeringDynamical Stark EffectOperator Master EquationOptical PropertiesIncident FieldQuantum Mechanical PropertyQuantum OpticsQuantum SciencePhotonicsPhysicsAtomic PhysicsQuantum ChemistryNatural SciencesApplied PhysicsWave ScatteringLight ScatteringHigh-frequency ApproximationQuantum ChaosNonlinear ResonanceCoherent ProcessArbitrary Field Strengths
The description begins with an operator master equation for the atom plus incident field. Reduced atomic matrix elements are derived for arbitrary field strengths. First- and second-order correlation functions in the scattered field are also obtained and discussed in relation to the scattered spectrum and intensity-fluctuation measurements. This formalism has the appealing feature that all information is readily available from the one set of four coupled equations. The deficiencies in both the one-photon approximation and the semiclassical perspective are established in a natural and transparent fashion.
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