“Spin-1 Magnets: a u(3) Formalism”

Thumbnail

Event details

Date 16.02.2023 16:1517:15  
Speaker Kimberly Remund
Location
Category Conferences - Seminars
Event Language English
Systems based on spin-1 moments exhibit many fascinating
properties, as demonstrated by spin nematics [1,2], Fe-based
superconductors [3], and cold atom systems [4]. However, because spin-1
moments besides displaying dipoles can also support quadrupoles at
the level of a single site, they are not properly described by O(3)
vectors, even in the classical limit.

In this talk, we explore a new approach which correctly describes the
(semi-)classical physics of spin-1 moments [5]. This approach, based on the
algebra u(3) [6], provides a convenient starting point for Monte Carlo and molecular dynamics
simulations, as well as for analytic theory. We benchmark our method
by applying it to the ferroquadrupolar phase of the spin-1 bilinearbiquadratic
model on the triangular lattice [5], reproducing andextending known results [1,2].

These results open the prospect of exploring dynamical properties of spin-1
magnets which lie outside the spin-wave paradigm, including spin-liquid
phases, and the dynamics of topological excitations.

[1] H. Tsunetsugu and M. Arikawa, J. Phys. Soc. Jpn 75, 083701 (2006)
[2] A. Laeuchli et al, Phys. Rev. Lett. 97, 087205 (2006)
[3] R. M. Fernandes et al., Nature Physics 10, 97 EP (2014)
[4] E. Demler and F. Zhou, Phys. Rev. Lett. 88, 163001 (2002)
[5] K. Remund et al., Phys. Rev. Research 4 033106 (2022)
[6] N. Papanicolaou, Nuclear Physics B 305, 367 (1988)

Practical information

  • Informed public
  • Free

Organizer

  • Prof. Frédéric Mila

Contact

  • Milena Martinicchio

Event broadcasted in

Share