On the Origin of Non-Saturating Linear Magnetoresistivity
arXiv:1609.02418 · doi:10.1103/PhysRevB.95.024204
Abstract
The observation of non-saturating classical linear magnetoresistivity has been an enigmatic phenomenon in solid state physics. We present a study of a two-dimensional ohmic conductor, including local Hall effect and a self-consistent consideration of the environment. An equivalent-circuit scheme delivers a simple and convincing argument why the magnetoresistivity is linear in strong magnetic field, provided that current and biasing electric field are misaligned by a nonlocal mechanism. A finite-element model of a two-dimensional conductor is suited to display the situations that create such deviating currents. Besides edge effects next to electrodes, charge carrier density fluctuations are efficiently generating this effect. However, mobility fluctuations that have frequently been related to linear magnetoresistivity are barely relevant. Despite its rare observation, linear magnetoresitivity is rather the rule than the exception in a regime of low charge carrier densities, misaligned current pathways and strong magnetic field.
One Manuscript incl. 9 pages manuscript and 8 pages supporting information
References in corpus (4)
- Linear magnetoresistance caused by mobility fluctuations in the n-doped Cd3As2
- Non-saturating magnetoresistance of inhomogeneous conductors: comparison of experiment and simulation
- Magnetoresistance in two-component systems
- Colossal non-saturating linear magnetoresistance in two-dimensional electron systems at a GaAs/AlGaAs heterointerface
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