Polarized Fermi condensates with unequal masses: Tuning the tricritical point
arXiv:cond-mat/0608651 · doi:10.1103/PhysRevLett.98.160402
Abstract
We consider a two-component atomic Fermi gas within a mean-field, single-channel model, where both the mass and population of each component are unequal. We show that the tricritical point at zero temperature evolves smoothly from the BEC- to BCS-side of the resonance as a function of mass ratio r. We find that the interior gap state proposed by Liu and Wilczek is always unstable to phase separation, while the breached pair state with one Fermi surface for the excess fermions exhibits differences in its DoSs and pair correlation functions depending on which side of the resonance it lies. Finally, we show that, when r > 3.95, the finite temperature phase diagram of trapped gases at unitarity becomes topologically distinct from the equal mass system.
5 pages, 5 figures
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Cited by in corpus (29)
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- Quantum phase diagram of fermion mixtures with population imbalance in one-dimensional optical lattices
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- Asymmetric Fermi superfluid with different atomic species in a harmonic trap
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- Small mass- and trap-imbalanced two-component Fermi systems
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- Quantum phases of Fermi-Fermi mixtures in optical lattices
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- Quartet Superfluid in Two-dimensional Mass-imbalanced Fermi Mixtures
- Quantum Lifshitz points and fluctuation-induced first-order phase transitions in imbalanced Fermi mixtures
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- Formation of Cooper pairs between conduction and localized electrons in heavy-fermion superconductors
- Temperature Effects in a Fermi Gas with Population Imbalance
- Vortex core states in superfluid Fermi-Fermi mixtures with unequal masses
- Unconventional interaction between vortices in a polarized Fermi gas
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- Ground State Properties of an Asymmetric Hubbard Model for Unbalanced Ultracold Fermionic Quantum Gases
- Phase diagram of asymmetric Fermi gas across Feshbach resonance
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- Dipole-Mode Spectrum and Hydrodynamic Crossover in a Resonantly Interacting Two-Species Fermion Mixture
- Connection between the semiconductor--superconductor transition and the spin-polarized superconducting phase in the honeycomb lattice