Modulated superconductivity due to vacancy and magnetic order in $A_x$Fe$_{2-x/2}$Se$_2$ [$A=$Cs, K, (Tl,Rb), (Tl,K)] iron-selenide superconductors
Tanmoy Das, A. V. Balatsky

TL;DR
This paper models a modulated superconducting state in iron-selenide superconductors, showing how vacancy and magnetic orderings induce a compatible $d$-wave pairing state that coexists uniformly with magnetic and vacancy orders, aligning with experimental data.
Contribution
It introduces a theoretical framework for the coexistence of vacancy order, magnetic order, and $d$-wave superconductivity in iron-selenide superconductors, emphasizing the role of incommensurate vacancy order.
Findings
Vacancy order induces a block checkerboard antiferromagnetic phase.
The coexistence of vacancy and magnetic order couples with $d$-wave superconductivity.
Incommensurate vacancy order promotes uniform phase coexistence.
Abstract
We present a calculation of a 'modulated' superconducting state in iron-selenide superconductors. The zero-momentum wave pairing breaks the translational symmetry of the conventional BaFeSe-like crystal of space group. This pairing state becomes compatible when the Fe vacancies form an ordered state and the crystal symmetry changes to a low-temperature one. For the specific case of an incommensurate vacancy order at in KFeSe, we find that it induces a block checkerboard antiferromagnetic phase at wavevector . The coexistence of vacancy order and magnetic order leads to a reconstructed ground state which naturally couples to the wave superconductivity in a uniform phase in what we propose will be a general coupling for all iron-selenide superconductors. Our results agree with numerous…
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