Title: Magnetic and Raman response properties in La2CuO4
1Magnetic and Raman response properties in La2CuO4
Complex Behavior in Correlated Electron
Systems Lorentz Center 08/01 until 08/19 - 2005
Marcello Barbosa da Silva Neto Lara
Benfatto Vladimir Juricic Cristiane de Morais
Smith
2Magnetism in the cuprates
3NLSM
4Unusual magnetic susceptibility anisotropies
ASHCROFT MERMIN
A. Lavrov et al. PRL (01)
Unexpected hierarchy of T0 susceptibilities!
5The field induced mode FIM
Appearance of a second magnetic mode for B b,
and ONLY for that orientation, in (RR)
configuration
Only ONE magnetic mode for the (ab) and (RL)
polarization configurations of the light
A. Gozar et al., PRL (04)
6Magnetic anisotropies
Tilting SO coupling
7Generalized nonlinear Sigma Model
M.B.Silva Neto, L.Benfatto, V.Juricic and
C.Morais-Smith, cond-mat/0502588
8Magnetic Susceptibility
Traditional UNIFORM susceptibility
NEW STAGGERED contribution!!!!
9Comparison with experiment
10The electric-dipole Hamiltonian
Elastic scattering
11Electric dipole selection rules
L1
L0
One-magnon energy!
12The final electric-dipole Hamiltonian
a b c
a b c
or (ab) channel
or (cb) channel
M.B.Silva Neto and L.Benfatto, cond-mat/0507103
13Raman spectroscopy
Backscattering Geometry
Electric field ALWAYS parallel to the ab plane!!!
14One-magnon Raman Intensity
A. Gozar et al., PRL (04)
15Rotation of spin quantization basis Bb
16The field induced mode - FIM
17Hole doping and spirals
- Hole doping dipolar frustration of the AF
background - Anisotropies give robustness to the Neel ground
state DM gap vanishes at 2 - V. Juricic et al.
in preparation! - Above 2 instability to a spiral phase
New periodicity!
N.Hasselman et al., PRB (04)
18Topological defects and transport
- Doped holes cores of topological defects
- Dynamics of defects is dissipative bath of
magnons
V.Juricic et al., PRL (04)
19Conclusions
- Dzyaloshinskii Moryia interaction accounts for
the unusual hierarchy of T0 susceptibilities and
for the anisotropic magnetic response. - It is also responsible for the rotation of the
spin quantization basis and appearance of the
FIM. - It gives robustness to the Neel ground state and
vanishes at 2 where the ground state becomes a
spiral.