Linear magnetoconductivity in multiband spin-density-wave metals with nonideal nesting

TL;DR

The paper explains the linear magnetoresistance observed in iron-pnictide compounds as a consequence of Fermi-surface reconstruction due to spin density wave transition, affecting quasiparticle motion near nesting points.

Contribution

It provides a natural explanation for linear magnetoresistance in SDW metals based on Fermi-surface reconstruction and quasiparticle dynamics near nesting points.

Findings

Linear magnetoresistance arises from Fermi-surface reconstruction near nesting points.

Crossover from quadratic to linear magnetoresistance depends on SDW gap and scattering rate.

The mechanism explains the extended linear regime in resistivity under magnetic fields.

Abstract

In several parent iron-pnictide compounds the resistivity has an extended range of linear magnetic field dependence. We argue that there is a simple and natural explanation of this behavior. Spin density wave transition leads to Fermi-surface reconstruction corresponding to strong modification of the electronic spectrum near the nesting points. It is difficult for quasiparticles to pass through these points during their orbital motion in magnetic field, because they must turn sharply. As the area of the Fermi surface affected by the nesting points increases proportionally to magnetic field, this mechanism leads to the linear magnetoresistance. The crossover between the quadratic and linear regimes takes place at the field scale set by the SDW gap and scattering rate.