Low energy Collective Modes of a Superfluid Trapped atomic Fermi Gas

Abstract

We consider the low energy collective mode spectrum of a superfluid Fermi gas in a spherical trap in the collisionless regime. Using a self-consistent random-phase approximation, the effects of superfluidity on modes of dipole and quadrupole symmetries are systematically examined. The spectrum is calculated for varying pairing strength and temperature and we identify several spectral features such as the emergence of Goldstone modes that can be used to detect the onset of superfluidity. Our analysis is relevant for present experiments aimed at observing a superfluid phase transition in trapped Fermi gases.

2 color figures included

References in corpus (3)

• Pauli Blocking of Collisions in a Quantum Degenerate Atomic Fermi Gas
• Collective Modes of Trapped Fermi Gases in the Normal Phase
• Collisionless collective modes of fermions in magnetic traps

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