The theory of transport in helical spin-structure crystals
Andrei Zadorozhnyi, Yuri Dahnovsky

TL;DR
This paper develops a theoretical model for electronic transport in helical spin-structure crystals, revealing nonlinear conductivity behaviors and matching experimental data for MnP, with predictions for resistivity changes during phase transitions.
Contribution
It introduces a continuum model for helical spin crystals that explains nonlinear electroconductivity and spin-dependent interband transitions, aligning with experimental observations.
Findings
Nonlinear dependence of conductivity on chemical potential.
Excellent agreement with experimental resistivity data in MnP.
Prediction of zero perpendicular resistivity in the ferromagnetic phase.
Abstract
We study helical structures in spin-spiral single crystals. In the continuum approach for the helicity potential energy the simple electronic band splits into two non-parabolic bands. For the Fermi energy greater than the splitting between the bands, the lower band is described by a surface with a saddle shape in the direction of the helicity axis. Using the Boltzmann equation with the relaxation due to acoustic phonons, we discover the dependence of the current on the angle between the electric field and helicity axis leading to the both parallel and perpendicular to the electric field components in the electroconductivity. In addition, we find that the transition rates depend on an electron spin allowing the transition between the bands. The electric conductivities exhibit nonlinear behaviors with respect to chemical potential. We explain this effect as the interference of the band…
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Taxonomy
TopicsQuantum and electron transport phenomena · Physics of Superconductivity and Magnetism · Magnetic properties of thin films
