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Montréal (QC) Canada  H3T 2B2

Amy Poole, Laboratory for Neutron Scattering, Paul Scherrer Institute, Villigen, Switzerland

This presentation will focus on frustrated rare earth materials and, in particular the Ho and Dy members of the recently discovered SrR2O4 family of frustrated rare-earth (R) materials. Frustrated magnetic materials in general are systems in which the competi- tion between interactions prevents the system from having a non-degenerate ground state. This competition can either be due to a large number of random interactions, such as those found in a spin glass or, as found in geometrically frustrated materials, a few local equivalent interactions. Often these systems can be described by a simple model of the local interactions, but can give rise to complexity and exotic quasi-particle excitations in the bulk.

Due to the frustrated arrangement of the R ions in SrR2O4 three-dimensional magnetic order is suppressed occurring only at TN = 0.66 K in SrHo2O4 and is not observed to 50 mK in SrDy2O4. Our neutron powder diffraction measurements indicate that prior to the 3D order in the SrHo2O4 compound a 1D magnetically correlated state exists and that a similar state is found at the lowest measured temperatures in SrDy2O4. The correlation lengths of the 1D fluctuations have been extracted from neutron powder scattering data and, from fits to the 3D magnetic order found in the Ho analogue, the local correlations can be understood to have an up-up-down-down arrangement (↑↑↓↓) as expected in the ground state of a J1-J2 spin chain model. The local Ising anisotropy was determined with an electrostatic point charge model that was used to fit crystal field excitations found with inelastic neutron scattering measurements. The combination of the strong local anisotropy and the low dimensional scattering strongly suggest that these materials are realisations of the Ising J1-J2 spin chain model at the classical limit. 

Site web du groupe du  Dr. Poole

Cette conférence est présentée par le RQMP Versant Nord du Département de physique de l'Université de Montréal et le Département de génie physique de Polytechnique Montréal.

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