Thermal evolution of antiferromagnetic correlations and tetrahedral bond angles in superconducting FeTe$_{1-x}$Se$_x$
Zhijun Xu, J. A. Schneeloch, Jinsheng Wen, E. S. Bozin, G. E., Granroth, B. L. Winn, M. Feygenson, R. J. Birgeneau, Genda Gu, I. A., Zaliznyak, J. M. Tranquada, and Guangyong Xu

TL;DR
This study investigates how antiferromagnetic correlations and tetrahedral bond angles evolve with temperature in superconducting FeTe$_{1-x}$Se$_x$, revealing changes in magnetic wave vectors, spectral weight, and lattice parameters linked to electronic itinerancy.
Contribution
It introduces a unified local plaquette model to describe temperature-dependent magnetic correlations and links structural changes to electronic properties in FeTe$_{1-x}$Se$_x$.
Findings
Antiferromagnetic wave vector shifts from bicollinear to stripe structure with cooling.
Magnetic spectral weight remains substantial but slightly decreases at low temperature.
Tetrahedral bond angle increases towards ideal value as temperature decreases.
Abstract
It has recently been demonstrated that dynamical magnetic correlations measured by neutron scattering in iron chalcogenides can be described with models of short-range correlations characterized by particular {choices of four-spin plaquettes, where the appropriate choice changes as the} parent material is doped towards superconductivity. Here we apply such models to describe measured maps of magnetic scattering as a function of two-dimensional wave vectors obtained for optimally superconducting crystals of FeTeSe. We show that the characteristic antiferromagnetic wave vector evolves from that of the bicollinear structure found in underdoped chalcogenides (at high temperature) to that associated with the stripe structure of antiferromagnetic iron arsenides (at low temperature); {these can both be described with the same local plaquette, but with different inter-plaquette…
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