Study of the triangular lattice tV model near x=1/3
arXiv:cond-mat/0401160 · doi:10.1103/PhysRevB.70.024514
Abstract
We study extended Hubbard model on a triangular lattice near doping , which may be relevant for the recently discovered superconductor NaCoOHO. By generalizing this model to fermionic species, we formulate a meanfield description in the limit of large . In meanfield, we find two possible phases: a renormalized Fermi liquid and a $\rt3rt3$ charge density wave state. The transition between the two phases is driven by increasing the nearest neighbor repulsion and is found to be first order for doping , but occurs close to the point of the local instability of the uniform liquid. We also study fluctuations about the uniform meanfield state in a systematic 1/N expansion, focusing on the residual interaction of quasiparticles and possible superconducting instabilities due to this interaction. Upon moving towards the CDW instability, the increasing charge fluctuations favor a particular -wave triplet state. (This state was recently discussed by Tanakaet al, cond-mat/0311266). We also report a direct Gutzwiller wavefunction study of the spin-1/2 model.
9 pages, 5 figures
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