Slow light in degenerate Fermi gases

Abstract

We investigate the effect of slow light propagating in a degenerate atomic Fermi gas. In particular we use slow light with an orbital angular momentum. We present a microscopic theory for the interplay between light and matter and show how the slow light can provide an effective magnetic field acting on the electrically neutral fermions, a direct analogy of the free electron gas in an uniform magnetic field. As an example we illustrate how the corresponding de Haas-van Alphen effect can be seen in a neutral gas of fermions.

Slightly updated. Phys. Rev. Lett. 93, 033602 (2004)

References in corpus (2)

• Observation of resonance condensation of fermionic atom pairs
• Fifty-fold improvement in the number of quantum degenerate fermionic atoms

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• Topological Quantum Matter with Ultracold Gases in Optical Lattices
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• Synthetic gauge fields in synthetic dimensions
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• Spin Hall effects for cold atoms in a light induced gauge potential
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• Fractional Quantum Hall State in Coupled Cavities
• Creating artificial magnetic fields for cold atoms by photon-assisted tunneling
• Vortices in spin-orbit-coupled Bose-Einstein condensates
• Spin-orbit coupling and spin Hall effect for neutral atoms without spin-flips
• Light induced effective magnetic fields for ultra-cold atoms in planar geometries
• Realizing and Detecting the Haldane's Quantum Hall effect with Ultracold Atoms
• Probing non-Abelian statistics of Majorana fermions in ultracold atomic superfluid
• Generalized Stern-Gerlach Effect for Chiral Molecules
• Topological states in two-dimensional optical lattices
• Dirac Equation For Cold Atoms In Artificial Curved Spacetimes
• Non-equilibrium spin dynamics in a trapped Fermi gas with effective spin-orbit interaction
• Topological Insulators and Metals in Atomic Optical Lattices
• Simulating an interacting gauge theory with ultracold Bose gases
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• Ultracold atomic gases in non-Abelian gauge potentials: The case of constant Wilson loop
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• Pairing and Vortex Lattices for Interacting Fermions in Optical Lattices with a Large Magnetic Field
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• Fractional Spin Hall Effect in Atomic Bose Gases
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