Quantum phases in -orbital degenerated attractive 1D fermionic optical lattices
arXiv:1401.0241 · doi:10.1103/PhysRevA.89.023625
Abstract
We examine quantum phases emerged by double degeneracy of -orbital bands in attractive atomic Fermi gases loaded on a 1D optical lattice. Our numerical simulations by the density-matrix renormalization group predict the emergence of a state with a charge excitation gap, the Haldane insulator phase. A mapping onto an effective spin- model reveals its physical origin. Moreover, we show that population imbalance leads to richer diversity of the quantum phases, including a phase-separated polarized state. Finally, we study the effects of harmonic trap potential in this 1D chain.
7 pages, 5 figures
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- One-dimensional two-orbital SU(N) ultracold fermionic quantum gases at incommensurate filling: a low-energy approach
- Symmetry-protected topological phase transition in one-dimensional Kondo lattice and its realization with ultracold atoms
- "Haldane" phases with ultracold fermionic atoms in double-well optical lattices
- Simulating artificial one-dimensional physics with ultra-cold fermionic atoms: three exemplary themes
- Competing superconducting instabilities in the one-dimensional p-band degenerate cold fermionic system