Conductivity in Pseudogapped Superconductors: The Role of the Fermi Arcs
arXiv:1012.4498 · doi:10.1103/PhysRevB.84.140509
Abstract
We calculate the dc conductivity in a pseudogapped high superconductor within a theory which is consistent with gauge invariance. Our results contain additional terms beyond those identified previously. Although it has been thought that lifetime effects dominate the dependence of transport, here we show (consistent with growing experimental support) that the temperature dependence of the effective carrier number plays a critical role and thereby leads to the contrasting behavior between over and under-doped regimes. The role of Fermi arcs is secondary.
4 pages, 3 figures; To be published in PRB: Rapid Communications (2011)
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- The Two Component Optical Conductivity in the Cuprates: A Necessary Consequence of Preformed Pairs
- Theory of Fluctuating Charge Ordering in the Pseudogap Phase of the Cuprates Via A Preformed Pair Approach
- Unified treatment of Fermi pockets and arcs scenarios for the cuprates: Sum rule consistent response functions of the pseudogap
- Unified approach to electrical and thermal transport in high- superconductors
- Theory of THz Conductivity in the Pseudogap Phase of the Cuprates: A Pre-Formed Pair Perspective
- Comment on "Density and Spin response of a strongly-interacting Fermi gas in the attractive and quasi-repulsive regime"
- Fluctuation conductivity in ultraclean multicomponent superconductors
- Fluctuation conductivity due to the preformed local pairs