Magnetic noise spectroscopy as a probe of local electronic correlations in two-dimensional systems
Kartiek Agarwal, Richard Schmidt, Bertrand Halperin, Vadim Oganesyan,, Gergely Zar\'and, Mikhail D. Lukin, Eugene Demler

TL;DR
This paper introduces a theoretical framework for magnetic noise spectroscopy in 2D materials, enabling the probing of local electronic correlations and transport regimes, including hydrodynamic behavior and impurity effects.
Contribution
It develops a comprehensive theory linking magnetic noise measurements to electronic transport properties and impurity signatures in 2D systems, with practical experimental proposals.
Findings
Hydrodynamic transport exhibits a distinct magnetic noise signature.
Magnetic noise can quantify electronic viscosity in 2D materials.
Impurity effects are detectable via noise suppression related to scattering cross-section.
Abstract
We develop the theoretical framework for calculating magnetic noise from conducting two-dimensional (2D) materials. We describe how local measurements of this noise can directly probe the wave-vector dependent transport properties of the material over a broad range of length scales, thus providing new insight into a range of correlated phenomena in 2D electronic systems. As an example, we demonstrate how transport in the hydrodynamic regime in an electronic system exhibits a unique signature in the magnetic noise profile that distinguishes it from diffusive and ballistic transport and how this can be used to measure the viscosity of the electronic fluid. We employ a Boltzmann approach in a two-time relaxation-time approximation to compute the conductivity of graphene and quantitatively illustrate these transport regimes and the experimental feasibility of observing them. Next, we…
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