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University of Cambridge > Talks.cam > Quantum Matter Seminar > The effect of staggered local environments on quantum spin chains
The effect of staggered local environments on quantum spin chainsAdd to your list(s) Download to your calendar using vCal
If you have a question about this talk, please contact Mads Fonager Hansen. I will discuss the properties of non-linear antiferromagnetic (AFM) chains, in which the orientation of the local environment of the magnetic ion is ‘staggered’, i.e. alternates in direction from site to site. Spin-1/2 non-linear chains exhibit additional terms in their Hamiltonians compared to linear chains, including non-trivial staggered g-tensors and Dzyalonshinskii-Moriya interactions. On application of an external magnetic field, these energy scales can give rise to staggered fields, field-dependent energy gaps and low-temperature excitation spectra containing both breather and soliton modes, observations that have previously been explained via the sine-Gordon model of quantum-field theory. Spin-1 AFM chains are known to adopt ground states that differ fundamentally from their spin-1/2 counterparts, an example being the topological Haldane-gapped phase, but until recently the effect of staggered local environments on spin-1 systems had not been explored. Here, I present magnetometry, muon-spin rotation and neutron-scattering data on several new examples of non-linear spin chains. I will show that a chiral spin-1/2 chain with a four-fold periodic rotation of the local spin environment leads to properties distinct from the alternating chains previously studied. I will also discuss the results obtained by measuring non-linear spin-1 AFM chains, why these differ from the spin-1/2 materials and how competition between single-ion anisotropy and magnetic exchange can give rise to non-collinear or chiral magnetic ground-state structures. J. Liu et. al. Phys. Rev. Lett. 122, 057207 (2019) S. Vaidya et. al., Phys. Rev. B 110 , 174438 (2024) S. Vaidya et. al., PRB 111 , 014421 (2025) This talk is part of the Quantum Matter Seminar series. This talk is included in these lists:
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