Comparison of Electromagnetically Induced Transparency in lambda, cascade and vee three-level systems
arXiv:1305.5056 · doi:10.1080/09500340.2014.960019
Abstract
We discuss the Electromagnetically Induced Transparency (EIT) in lambda, cascade and vee type three-level systems where the Hamiltonian and the Lindblad term of each configuration are expressed in the representation. At steady state, the Optical Bloch Equations of each configuration are solved to obtain the dispersion and absorption profiles of the probe field along with their group velocities. When the EIT condition is achieved at resonance, the population oscillation shows which of the bare states are contributing to form the dark state. Our study reveals that the dark state for the lambda and cascade system effectively coincides with the lowest bare state of that system, while for the vee system, it is a maximally superposed state of the middle and upper bare states.
To appear in `Journal of Modern Optics'
Cited by in corpus (9)
- Simulations of the bichromatic force in multilevel systems
- Density matrix reconstruction of three-level atoms via Rydberg electromagnetically induced transparency
- Inverse design of environment-induced coherence
- Resonance fluorescence in , and -- type three-level configurations
- Microscopic theory of cavity-enhanced single-photon emission from optical two-photon Raman processes
- Electromagnetically induced transparency in many-emitter waveguide quantum electrodynamics: linear versus nonlinear waveguide dispersions
- A unified approach to -, - and -type systems with one continuum
- An Inequality for Entangled Qutrits in SU(3) basis
- Collapse and Revival Oscillation in Double Jaynes-Cummings Model