Evolution of quasiparticle states with and without a Zn-impurity in doped 122 iron pnictides
Lihua Pan, Jian Li, Yuan-Yen Tai, Matthias J. Graf, Jian-Xin Zhu, and, C. S. Ting

TL;DR
This study uses a two-orbital model to analyze how quasiparticle states and local density of states evolve with doping and impurity presence in 122 iron pnictides, revealing insights into superconducting gaps and impurity effects.
Contribution
It demonstrates the applicability of a minimal two-orbital model to describe LDOS and impurity effects in doped 122 iron pnictides, aligning with more complex models.
Findings
Identification of two superconducting gaps in doped samples
Qualitative agreement of impurity LDOS with five-orbital models
Prediction of impurity-induced in-gap resonance states
Abstract
Based on a minimal two-orbital model [Tai {\it et al.}, Europhys. Lett. \textbf{103}, 67001 (2013)], which captures the canonical electron-hole-doping phase diagram of the iron-pnictide BaFeAs, we study the evolution of quasiparticle states as a function of doping using the Bogoliubov-de Gennes equations with and without a single impurity. Analyzing the density of states of uniformly doped samples, we are able to identify the origin of the two superconducting gaps observed in optimally hole- or electron-doped systems. The local density of states (LDOS) is then examined near a single impurity in samples without antiferromagnetic order. The qualitative features of our results near the single impurity are consistent with a work based on a five-orbital model[K. Toshikaze {\it et al.}, J. Phys. Soc. Jpn. \textbf{79}, 083704 (2010)]. This further supports the validity of our…
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