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Dynamics of spin relaxation in nonequilibrium magnetic nanojunctions
by
Thoss, Michael
, Smorka, Rudolf
, Žonda, Martin
in
Approximation
/ Conduction electrons
/ Coupling
/ Damping
/ Electric potential
/ Electron spin
/ Electrons
/ Equations of motion
/ hierarchical equations of motion
/ Investigations
/ Magnetic induction
/ magnetic nanojunction
/ Open systems
/ Physics
/ quantum–classical dynamics
/ Spin dynamics
/ spin relaxation
/ Voltage
2024
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Dynamics of spin relaxation in nonequilibrium magnetic nanojunctions
by
Thoss, Michael
, Smorka, Rudolf
, Žonda, Martin
in
Approximation
/ Conduction electrons
/ Coupling
/ Damping
/ Electric potential
/ Electron spin
/ Electrons
/ Equations of motion
/ hierarchical equations of motion
/ Investigations
/ Magnetic induction
/ magnetic nanojunction
/ Open systems
/ Physics
/ quantum–classical dynamics
/ Spin dynamics
/ spin relaxation
/ Voltage
2024
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Do you wish to request the book?
Dynamics of spin relaxation in nonequilibrium magnetic nanojunctions
by
Thoss, Michael
, Smorka, Rudolf
, Žonda, Martin
in
Approximation
/ Conduction electrons
/ Coupling
/ Damping
/ Electric potential
/ Electron spin
/ Electrons
/ Equations of motion
/ hierarchical equations of motion
/ Investigations
/ Magnetic induction
/ magnetic nanojunction
/ Open systems
/ Physics
/ quantum–classical dynamics
/ Spin dynamics
/ spin relaxation
/ Voltage
2024
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Dynamics of spin relaxation in nonequilibrium magnetic nanojunctions
Journal Article
Dynamics of spin relaxation in nonequilibrium magnetic nanojunctions
2024
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Overview
We investigate nonequilibrium phenomena in magnetic nano-junctions using a numerical approach that combines classical spin dynamics with the hierarchical equations of motion technique for quantum dynamics of conduction electrons. Our focus lies on the spin dynamics, where we observe non-monotonic behavior in the spin relaxation rates as a function of the coupling strength between the localized spin and conduction electrons. Notably, we identify a distinct maximum at intermediate coupling strength, which we attribute to a competition that involves the increasing influence of the coupling between the classical spin and electrons, as well as the influence of decreasing local density of states at the Fermi level. Furthermore, we demonstrate that the spin dynamics of a large open system can be accurately simulated by a short chain coupled to semi-infinite metallic leads. In the case of a magnetic junction subjected to an external DC voltage, we observe resonant features in the spin relaxation, reflecting the electronic spectrum of the system. The precession of classical spin gives rise to additional side energies in the electronic spectrum, which in turn leads to a broadened range of enhanced damping in the voltage.
Publisher
IOP Publishing
Subject
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