Peter J. Hirschfeld — Page 2

arXiv1999

Order Parameter "Holes" and Theory of Microwave Conductivity in YBCO

We propose that the low temperature discrepancy between simple d-wave models of the microwave conductivity and existing experiments on single crystals of YBCO can be resolved by including the scattering of quasiparticles from "holes" of the order parameter at impurity sites. Within a framework proposed previously, we find in particular excellent agreement with data of Hosseini et al. on slightly overdoped YBCO samples over the entire temperature range down to about 2-3K, and for a wide range of frequencies. Remaining discrepancies in the "universal" regime at very low temperatures are discussed.

cond-mat.mtrl-sci↗

arXiv1996

Nonzero Fermi Level Density of States for a Disordered d-Wave Superconductor

It has been known for some time that, in three dimensions, arbitrarily weak disorder in unconventional superconductors with line nodes gives rise to a nonzero residual density of zero-energy quasiparticle states N(0), leading to characteristic low-temperature thermodynamic properties similar to those observed in cuprate and heavy-fermion systems. In a strictly two-dimensional model possibly appropriate for the cuprates, it has been argued that N(0) vanishes, however. We perform exact calculations for d- and extended s-wave superconductors with Lorentzian disorder and similar models with continuous disorder distribution, and show that in these cases the residual density of states is nonzero even in two dimensions. We discuss the reasons for this discrepancy, and the implications of our result for the cuprates.

cond-mat↗