Phase diagram for the trapped p-wave fermionic superfluid with population imbalance
arXiv:1612.03462 · doi:10.1103/PhysRevB.95.134503
Abstract
We consider the problem of spin-triplet p-wave superfluid pairing with total spin projection in atomic Fermi gas across the Feshbach resonance. We allow for imbalanced populations and take into account the effects due to presence of a parabolic trapping potential. Within the mean-field approximation for the one- and two-channel pairing models we show that depending on the distance from the center of a trap at least two superfluid states will have the lowest energy. Superfluid shells which emerge in a trap may have two out of three angular components of the p-wave superfluid order parameter equal to zero.
9 pages, 7 figures; minor typos corrected
References in corpus (14)
- Theory of ultracold Fermi gases
- Resonantly-paired fermionic superfluids
- Induced P-wave Superfluidity in Asymmetric Fermi Gases
- Quantum quench in a p + i p superfluid: Winding numbers and topological states far from equilibrium
- Quantum quench phase diagrams of an s-wave BCS-BEC condensate
- Fermion Superfluids of Non-Zero Orbital Angular Momentum near Resonance
- Quench-induced Floquet topological p-wave superfluids
- Superfluid shells for trapped fermions with mass and population imbalance
- Phase diagram of a polarized Fermi gas across a Feshbach resonance in a potential trap
- Detecting the breached pair phase in a polarized ultracold Fermi gas
- Finite temperature phase diagram of trapped Fermi gases with population imbalance
- Gradient corrections to the local density approximation for trapped superfluid Fermi gases
- Optical Feshbach resonances through a molecular dark state: Efficient manipulation of -wave resonances in fermionic Yb atoms
- Correlated Phases of Population Imbalanced Fermi-Fermi Mixtures on an Optical Lattice