2006 APS March Meeting
Monday–Friday, March 13–17, 2006;
Baltimore, MD
Session U2: Quantum Magnets in High Magnetic Fields
8:00 AM–11:00 AM,
Thursday, March 16, 2006
Baltimore Convention Center
Room: Ballroom III
Sponsoring
Unit:
DCMP
Chair: Igor Zaliznyak, Brookhaven National Laboratory
Abstract ID: BAPS.2006.MAR.U2.2
Abstract: U2.00002 : Ordering and Excitations in the Field-Induced Magnetic Phase of Cs$_{3}$Cr$_{2}$Br$_{9}$
8:36 AM–9:12 AM
Preview Abstract
Abstract
Author:
Beatrice Grenier
(CEA-Grenoble)
Cs$_{3}$Cr$_{2}$Br$_{9}$ is an interesting example of interacting
spin-dimer
system. As in other isotropic antiferromagnets such as Haldane or
alternating chains and ladders, the ground state in zero field is
a total
spin singlet separated from the excited triplet by an energy gap.
In a
magnetic field $H$, a phase transition occurs at a critical field
$H_{c1}$,
where the gap to the lowest component of the Zeeman-split triplet
closes.
Above $H_{c1}$, field-induced magnetic order (FIMO) for spin
components
perpendicular to $H$ is induced by inter-dimer or inter-chain
couplings. The
FIMO transition may be considered as a Bose-Einstein Condensation.
Cs$_{3}$Cr$_{2}$Br$_{9}$ differs from other dimer systems
currently studied
($e$.$g$. PHCC, TlCuCl$_{3})$ in two main ways: each Cr$^{3+}$
ion of the dimer
has spin 3/2 rather than 1/2 for Cu-based systems and the
arrangement of the
dimers is hexagonal. This gives rise to anisotropy and
frustration in a 3D
lattice, respectively. The possibility of studying the magnetic
ordering and
the spin dynamics in a FIMO with sufficient detail to bring out
features of
frustration and anisotropy motivated the present neutron
scattering study in
Cs$_{3}$Cr$_{2}$Br$_{9}$*. Two field orientations have been
exploited,
perpendicular and parallel to the easy axis \textbf{c} (direction
of the
dimers).
First, I present the diffraction study: the FIMO displays large
hysteresis
incommensurability, showing the importance of frustration. The
impact of
anisotropy is seen in the magnetic structure, whose nature
strongly depends
on the field direction. Second, I focus on spin dynamics: it
quantifies the
presence of anisotropy and shows its crucial role on the energy
gap at
$H_{c1}$, which is measurably open or not, depending on whether
$H$ is
perpendicular or parallel to \textbf{c}. Third, an explanation is
proposed
for the large value of the gap at higher field: it involves the
mixing of
higher order states (\textit{extended}-FIMO), reflected by the
absence of magnetization
plateaus. Comparison with the sister Cs$_{3}$Cr$_{2}$Cl$_{9}$
compound
provides a test of this hypothesis.
*B. Grenier \textit{et al.,} Phys. Rev. Lett. \textbf{92}, 177202
(2004)
To cite this abstract, use the following reference: http://meetings.aps.org/link/BAPS.2006.MAR.U2.2