Cuprate diamagnetism in the presence of a pseudogap: Beyond the standard fluctuation formalism
Rufus Boyack, Qijin Chen, A. A. Varlamov, K. Levin

TL;DR
This paper investigates how a pseudogap affects diamagnetic susceptibility and Nernst effect in cuprates, revealing large responses at high temperatures and clarifying the role of pairing fluctuations in the pseudogap regime.
Contribution
It introduces a model incorporating a pseudogap into fluctuation formalism, providing a better match with experimental data on diamagnetism and Nernst effect in cuprates.
Findings
Large diamagnetic response at temperatures above Tc
Onset temperatures match experimental observations across doping levels
Susceptibility and thermoelectric coefficients vanish at low doping
Abstract
It is often claimed that among the strongest evidence for preformed-pair physics in the cuprates are the experimentally observed large values for the diamagnetic susceptibility and Nernst coefficient. These findings are most apparent in the underdoped regime, where a pseudogap is also evident. While the conventional (Gaussian) fluctuation picture has been applied to address these results, this preformed-pair approach omits the crucial effects of a pseudogap. In this paper we remedy this omission by computing the diamagnetic susceptibility and Nernst coefficient in the presence of a normal state gap. We find a large diamagnetic response for a range of temperatures much higher than the transition temperature. In particular, we report semi-quantitative agreement with the measured diamagnetic susceptibility onset temperatures, over the entire range of hole dopings. Notable is the fact that…
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Taxonomy
TopicsPhysics of Superconductivity and Magnetism · Magnetic and transport properties of perovskites and related materials · Advanced Condensed Matter Physics
