Поиск :
Личный кабинет :
Электронный каталог: Kesharpu, K. K. - Topological Hall Effect in Strongly Correlated Layered Magnets: The Effect of the Spin of the Mag...
Kesharpu, K. K. - Topological Hall Effect in Strongly Correlated Layered Magnets: The Effect of the Spin of the Mag...
Статья
Автор: Kesharpu, K. K.
Physical Review B [Electronic resource]: Topological Hall Effect in Strongly Correlated Layered Magnets: The Effect of the Spin of the Mag...
б.г.
ISBN отсутствует
Автор: Kesharpu, K. K.
Physical Review B [Electronic resource]: Topological Hall Effect in Strongly Correlated Layered Magnets: The Effect of the Spin of the Mag...
б.г.
ISBN отсутствует
Статья
Kesharpu, K.K.
Topological Hall Effect in Strongly Correlated Layered Magnets: The Effect of the Spin of the Magnetic Atoms and of the Polar and Azimuthal Angles Subtended by the Spin Texture / K.K.Kesharpu // Physical Review B [Electronic resource]. – 2024. – Vol. 109, No. 20. – P. 205120. – URL: https://doi.org/10.1103/PhysRevB.109.205120. – Bibliogr.: 88.
The topological properties are investigated for strongly correlated materials having honeycomb lattice structures and spin texture S⃗=S[sin(q⃗1r⃗)cos(q⃗2r⃗), sin(q⃗1r⃗)sin(q⃗2r⃗), cos(q⃗1r⃗)]; here, q⃗1 (polar) and q⃗2 (azimuthal) are the spin modulating vectors and S is the spin (total angular momentum) of the magnetic atoms. The results can be applied to materials showing the Kondo lattice behavior within the strong Kondo coupling regime. The explicit dependence of the Chern number on q⃗1, q⃗2 for S=1,2,3 and S=1/2,3/2,5/2 (in limiting cases) is derived. We find that for S=1, 2, 3, the Chern number depends strongly on q⃗2 and S; and for S=1/2, 3/2, 5/2, the same dependence is expected. The main physical effect of our result is the change in the direction of the topological Hall resistivity (+ρ&sub(xy)&sup(THE)→−ρ&sub(xy)&sup(THE) or vice versa, THE stands for the topological Hall effect) when S > 2 as the wave vectors are modulated. We propose heterostructures involving the iron based van der Waals magnet Fe&sub(N=3,4,5)GeTe&sub(2), because in this material both the investigated spin texture and Kondo lattice behavior were observed. Our method can also be applied to materials with higher spin S > 3 to investigate topological properties.
ОИЯИ = ОИЯИ (JINR)2024
Спец.(статьи,препринты) = С 326.4 - Коллективные эффекты. Сверхизлучение. Квантовая оптика. Эффект Холла
Бюллетени = 26/024
Kesharpu, K.K.
Topological Hall Effect in Strongly Correlated Layered Magnets: The Effect of the Spin of the Magnetic Atoms and of the Polar and Azimuthal Angles Subtended by the Spin Texture / K.K.Kesharpu // Physical Review B [Electronic resource]. – 2024. – Vol. 109, No. 20. – P. 205120. – URL: https://doi.org/10.1103/PhysRevB.109.205120. – Bibliogr.: 88.
The topological properties are investigated for strongly correlated materials having honeycomb lattice structures and spin texture S⃗=S[sin(q⃗1r⃗)cos(q⃗2r⃗), sin(q⃗1r⃗)sin(q⃗2r⃗), cos(q⃗1r⃗)]; here, q⃗1 (polar) and q⃗2 (azimuthal) are the spin modulating vectors and S is the spin (total angular momentum) of the magnetic atoms. The results can be applied to materials showing the Kondo lattice behavior within the strong Kondo coupling regime. The explicit dependence of the Chern number on q⃗1, q⃗2 for S=1,2,3 and S=1/2,3/2,5/2 (in limiting cases) is derived. We find that for S=1, 2, 3, the Chern number depends strongly on q⃗2 and S; and for S=1/2, 3/2, 5/2, the same dependence is expected. The main physical effect of our result is the change in the direction of the topological Hall resistivity (+ρ&sub(xy)&sup(THE)→−ρ&sub(xy)&sup(THE) or vice versa, THE stands for the topological Hall effect) when S > 2 as the wave vectors are modulated. We propose heterostructures involving the iron based van der Waals magnet Fe&sub(N=3,4,5)GeTe&sub(2), because in this material both the investigated spin texture and Kondo lattice behavior were observed. Our method can also be applied to materials with higher spin S > 3 to investigate topological properties.
ОИЯИ = ОИЯИ (JINR)2024
Спец.(статьи,препринты) = С 326.4 - Коллективные эффекты. Сверхизлучение. Квантовая оптика. Эффект Холла
Бюллетени = 26/024