Sub-gap in the Edge States of 2-D Chiral Superconductor with Rough Surface
arXiv:1109.6068 · doi:10.1143/JPSJ.80.113706
Abstract
We discuss the rough surface effects on a two-dimensional chiral superconductor. The atomic scale roughness at the surface is considered using the random matrix model. The roughness effects on the self-consistent order parameter, the surface mass current and the surface density of states are studied using the quasi-classical theory. We find that the surface mass current is suppressed by the surface roughness. The surface density of states shows a quite similar behavior to that of superfluid He B phase. When the surface is specular, the surface Andreev bound states form a band which fills the bulk energy gap . When the surface becomes diffusive, there occurs a sharp upper edge of the surface bound states band and there opens a sub-gap between the edge and the bulk energy gap. We show that this sub-gap is induced by the repulsion between the surface bound states and the propagating Bogoliubov quasi-particles through the second order process of roughness.
To be oublished in J. Phys. Soc. Jpn
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- Local impedance on a rough surface of a chiral -wave superconductor
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- Robustness of chiral surface current and subdominant -wave Cooper pairs
- Intrinsic Angular Momentum and Intrinsic Magnetic Moment of Chiral Superconductor on Two-Dimensional Square Lattice
- Subgap in the surface bound states spectrum of Superfluid He-B with Rough Surface
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- Chiral Current Inversion Induced by Flat-Band Andreev Bound States