Magnetic excitations of finite systems: edge effects on spin waves
This thesis explores finite-size effects on the spin-wave excitations of one-dimensional ferromagnetic and antiferromagnetic systems. Specifically, it presents a theoretical study of the scattering function, the physical observable in inelastic neutron and photon scattering experiments, under the in...
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ndltd-uvic.ca-oai-dspace.library.uvic.ca-1828-121482020-09-27T05:38:20Z Magnetic excitations of finite systems: edge effects on spin waves Beairsto, Seamus De Sousa, Rogério Costa Reis Nanoparticles Spin Waves Finite Systems Edge Anisotropy This thesis explores finite-size effects on the spin-wave excitations of one-dimensional ferromagnetic and antiferromagnetic systems. Specifically, it presents a theoretical study of the scattering function, the physical observable in inelastic neutron and photon scattering experiments, under the influence of extra magnetic anisotropy energy localized at the system’s boundaries. The method for calculating spin wave scattering functions in bulk is adapted to the finite system case, enabling explicit numerical calculations with edge effects. Our results show a significant broadening of the scattering peaks of low energy spin waves in ferromagnetic and antiferromagnetic systems. We show that broadening is due to the emergence of spin excitations localized at the edge of the system, the so-called edge modes. Graduate 2020-09-26T03:02:56Z 2020-09-26T03:02:56Z 2020 2020-09-25 Thesis http://hdl.handle.net/1828/12148 English en Available to the World Wide Web application/pdf |
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Nanoparticles Spin Waves Finite Systems Edge Anisotropy |
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Nanoparticles Spin Waves Finite Systems Edge Anisotropy Beairsto, Seamus Magnetic excitations of finite systems: edge effects on spin waves |
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This thesis explores finite-size effects on the spin-wave excitations of one-dimensional ferromagnetic and antiferromagnetic systems. Specifically, it presents a theoretical study of the scattering function, the physical observable in inelastic neutron and photon scattering experiments, under the influence of extra magnetic anisotropy energy localized at the system’s boundaries. The method for calculating spin wave scattering functions in bulk is adapted to the finite system case, enabling explicit numerical calculations with edge effects. Our results show a significant broadening of the scattering peaks of low energy spin waves in ferromagnetic and antiferromagnetic systems. We show that broadening is due to the emergence of spin excitations localized at the edge of the system, the so-called edge modes. === Graduate |
author2 |
De Sousa, Rogério Costa Reis |
author_facet |
De Sousa, Rogério Costa Reis Beairsto, Seamus |
author |
Beairsto, Seamus |
author_sort |
Beairsto, Seamus |
title |
Magnetic excitations of finite systems: edge effects on spin waves |
title_short |
Magnetic excitations of finite systems: edge effects on spin waves |
title_full |
Magnetic excitations of finite systems: edge effects on spin waves |
title_fullStr |
Magnetic excitations of finite systems: edge effects on spin waves |
title_full_unstemmed |
Magnetic excitations of finite systems: edge effects on spin waves |
title_sort |
magnetic excitations of finite systems: edge effects on spin waves |
publishDate |
2020 |
url |
http://hdl.handle.net/1828/12148 |
work_keys_str_mv |
AT beairstoseamus magneticexcitationsoffinitesystemsedgeeffectsonspinwaves |
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1719343266824978432 |