Impact of disorder on unconventional superconductors with competing ground states
Serge Florens, Matthias Vojta

TL;DR
This paper explores how disorder influences competing superconducting states in unconventional superconductors, revealing that impurities can induce or suppress certain pairing symmetries, which is crucial for understanding high-temperature superconductivity.
Contribution
It demonstrates how disorder affects the competition between different pairing states and symmetry-breaking phases using a self-consistent T-matrix approach.
Findings
Disorder induces an s-wave component in d-wave superconductors with subdominant attraction.
Disorder suppresses additional d_{xy} components in the superconducting gap.
Impurities restore translation symmetry in lattice symmetry-breaking phases.
Abstract
Non-magnetic impurities are known as strong pair breakers in superconductors with pure d-wave pairing symmetry. Here we discuss d-wave states under the combined influence of impurities and competing instabilities, such as pairing in a secondary channel as well as lattice symmetry breaking. Using the self-consistent T-matrix formalism, we show that disorder can strongly modify the competition between different pairing states. For a d-wave superconductor in the presence of a subdominant local attraction, Anderson's theorem implies that disorder always generates an s-wave component in the gap at sufficiently low temperature, even if a pure d_{x^2-y^2} order parameter characterizes the clean system. In contrast, disorder is always detrimental to an additional d_{xy} component. This qualitative difference suggests that disorder can be used to discriminate among different mixed-gap structures…
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