Simulations of Sisyphus cooling including multiple excited states

Abstract

We extend the theory for laser cooling in a near-resonant optical lattice to include multiple excited hyperfine states. Simulations are performed treating the external degrees of freedom of the atom, i.e., position and momentum, classically, while the internal atomic states are treated quantum mechanically, allowing for arbitrary superpositions. Whereas theoretical treatments including only a single excited hyperfine state predict that the temperature should be a function of lattice depth only, except close to resonance, experiments have shown that the minimum temperature achieved depends also on the detuning from resonance of the lattice light. Our results resolve this discrepancy.

7 pages, 6 figures

References in corpus (5)

• Power-law tail distributions and nonergodicity
• Non-Gaussian Velocity Distributions in Optical Lattices
• Temperature and spatial diffusion of atoms cooled in a 3D lin$\perp$lin bright optical lattice
• Time dependence of laser cooling in optical lattices
• A nonadiabatic semi-classical method for dynamics of atoms in optical lattices

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