Modeling the Oblique Spin Precession in Lateral Spin Valves for Accurate Determination of Spin Lifetime Anisotropy: Effect of Finite Contact Resistance and Channel Length
Tiancong Zhu, Roland K Kawakami

TL;DR
This paper develops an analytical model for oblique spin precession in lateral spin valves, accounting for finite contact resistance, to accurately determine spin lifetime anisotropy in graphene and 2D heterostructures.
Contribution
It generalizes diffusive spin transport equations to include finite contact resistance and provides a closed-form solution for extracting spin lifetime anisotropy.
Findings
The model accurately describes oblique spin precession signals with six parameters.
Contact-induced spin relaxation can suppress anisotropic spin precession features.
In high contact resistance regimes, the minimum channel length depends only on the diffusion coefficient.
Abstract
The spin lifetime anisotropy is an important quantity for investigating the spin relaxation mechanisms in graphene and in heterostructures of two-dimensional materials. We generalize the diffusive spin transport equations of oblique spin precession in a lateral spin valve with finite contact resistance. This yields a method to determine the spin lifetime anisotropy ratio {\xi}={\tau}/{\tau}, which is the ratio between lifetimes of spin polarized perpendicular and parallel to the graphene surface. By solving the steady-state Bloch equations, we show that the line-shape of the oblique spin precession signal can be described with six dimensionless parameters, which can be solved analytically. We demonstrate that the anisotropic spin precession characteristics can be strongly suppressed by contact induced spin relaxation originating from conductance mismatch between…
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