Domain wall dynamics driven by adiabatic spin transfer torques
Z. Li, S. Zhang

TL;DR
This paper investigates the dynamics of magnetic domain walls driven by adiabatic spin transfer torques, revealing unique motion features, limitations of sustained movement, and introducing a domain wall inductance concept.
Contribution
It provides analytical and numerical analysis of domain wall motion under adiabatic spin torque, highlighting its limitations and proposing a new domain wall inductance concept.
Findings
Maximum domain wall velocity occurs initially and then decreases to zero.
Adiabatic spin torque cannot sustain continuous domain wall movement.
A phase diagram for depinning with magnetic field and spin current is constructed.
Abstract
In a first approximation, known as the adiabatic process, the direction of the spin polarization of currents is parallel to the local magnetization vector in a domain wall. Thus the spatial variation of the direction of the spin current inside the domain wall results in an adiabatical spin transfer torque on the magnetization. We show that domain wall motion driven by this spin torque has many unique features that do not exist in the conventional wall motion driven by a magnetic field. By analytically and numerically solving the Landau-Lifshitz-Gilbert equation along with the adiabatic spin torque in magnetic nanowires, we find the domain wall has its maximum velocity at the initial application of the current but the velocity decreases to zero as the domain wall begins to deform during its motion. We have computed domain wall displacement and domain wall deformation of nanowires, and…
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