Institute of Physics Chinese Academy of Sciences IOP httppdaiphysutkedu Evolution of spin excitations in hightemperature FeAs based superconductors Chenglin Zhang Miaoyin Wang L W Harriger O Lipscombe ID: 830109
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Slide1
Pengcheng Dai
The University of Tennessee (UT)
Institute of Physics, Chinese Academy of Sciences (IOP)
http://pdai.phys.utk.edu
Evolution of spin excitations in high-temperature FeAs-based superconductors
Slide2Chenglin Zhang, Miaoyin Wang, L. W. Harriger, O. Lipscombe
UT/ORNL
Meng Wang, Huiqian Luo, Shiliang LiIOP/BeijingJeff Lynn, Songxue ChiNIST center for neutron research
M. D. Lumsden, D. L. AbernathyHFIR and SNS, ORNLG. F. Chen, Nanlin Wang
IOP, BeijingD. T. Adroja, T. G. PerringISISTao Xiang (
IOP, Beijing),
Jiangping Hu (Purdue,
IOP, Beijing)
Phase diagrams of copper oxide and iron arsenide superconductors.
Mazin, Nature 464, 183 (2010).
Slide4Statement of the problem
How spin-waves in the parent compounds are modified as holes and electrons are doped into the parent compounds of high-
Tc superconductors?How superconductivity interacts with spin excitations? What spin excitations can tell us about gap symmetry?
Slide5Lattice structures of iron-based superconductors
LaFeAsO
1111Tn=150 K
BaFe2As2122Tn=150-200K
LiFeAs111
Tn ?
FeTe
11
Tn
=60 K
Slide6Localized magnets
What about
FeAs? What are the effective exchange couplings in FeAs?
Exchange couplings between local moments
Fermi surface
nesting in metals
La
2
CuO
4
Coldea
et al. PRL 86 5377 (2001)
J
= 112
meV
Slide7Spin structures of Fe-based parent compounds
CaFe2As2
122FeTe11
Slide8Spin structures of Fe-based parent compounds
(
Rb,K,Cs)Fe1.6Se2Tn=550 K, and parent compound is an insulator!
Slide9The Heisenberg Model
Slide10Low Temperature Ca(122)
Ca(122)
Jun Zhao et. al., Nature Physics 5, 555 (2009)
Slide11SJ1a = 49
SJ1b
= -5.7SJ2 = 19SJc = 5.3 meV
Magnetic exchange couplings in CaFe
2As2Jun Zhao
et al., Nature Physics 5, 555 (2009).
Slide12Wave vector dependence of spin-waves in
B
aFe2As2
Slide13Wave vector dependence of spin-waves in
B
aFe2As2
Slide14Model calculation
of spin-waves in
BaFe2As2SJ1a
= 59 meVSJ1b
= -9 meVSJ2= 13
meV
SJ3
= 2
meV
,
Similar to Jun Zhao
et al.,
Nature Physics 5, 555 (2009).
Slide15Comparison of Low T Exchange Couplings
J
1a
J
1b
J
2
J
c
BaFe
2
As
2
(7K)
59.2
-9.2
13.6
1.8
CaFe
2
As
2
(10K)
49.9
-5.7
18.9
5.3
Slide16Spin waves in FeTe
Slide17Spin waves in FeTe
SJ1a
= -17 meVSJ1b = -51
meVSJ2a=SJ2b = 22 meV
SJ3 = 6.8 meV
Lispcombe
et al.,
PRL (2011).
Slide18Spin structures of
Rb
0.8Fe1.6Se2 insulating parent compounds
Slide19Spin waves of insulating
Rb
Fe1.6Se2 along c-axis
Slide20Slide21Spin waves of
Rb
Fe1.6Se2 in the ab-plane
Slide22Slide23Slide24Model spin waves of
Rb
Fe1.6Se2
Slide25Slide26J
1a
J
1b
J
2
J
c
BaFe
2
As
2
(7K)
59.2
-9.2
13.6
1.8
CaFe
2
As
2
(10K)
49.9
-5.7
18.9
5.3
J
1a
J
1b
J
2
J
c
FeTe
(7K)
-17
-51
22
0
RbFe
1.6
As
2
(5 K)
-36
15
12 to 16
1.4
Bottom line, similarities between different Fe-based parent compounds
Slide27Why does this have anything to do with superconductivity?
Slide28Electron-doping hardly affects spin excitations in Fe-based superconductors
Slide29The effective of electron-doping on spin excitations
Slide30Low-energy spin excitations knows superconductivity, and can mediate pairing.
Slide31Summary
Spin waves in parent compounds have a common feature that is associated with J2 of the effective exchange coupling constant.
Electron-doping hardly affects the spin excitations in Fe-based superconductors.