hard x-ray photoelectron spectroscopy 1 at bl29 in spring-8 · c 1s core level spectra of graphite....
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Hard X-ray Photoelectron Spectroscopyat BL29 in SPring-8
Y. Takata ([email protected])RIKEN/SPring-8
Collaborators for development of our systemRIKEN/SPring-8 (Coherent X-ray Optics Lab.)
M. Yabashi, K. Tamasaku, Y. Nishino, D. Miwa, T. IshikawaRIKEN/SPring-8 (Excitation Order Team)
A. Chainani, M. Taguchi, K. Horiba, M. Matsunami, R. Eguchi, S. Shin
JASRI/SPring-8E. Ikenaga, K. Kobayashi(NIMS)
HiSOR, Hiroshima Univ.M. Arita, H. Sato, K. Shimada, H. Namatame, M. Taniguchi
Musashi Inst. TechnologyH. Nohira, T. Hattori
VG SCIENTA
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Outline
1) Experimental Setup, Performance &Characteristics
2) Recoil effects
3) Summary
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Experimental setup at BL29XU in SPringExperimental setup at BL29XU in SPring--88
★
excitation energy: 5.95 or 7.94keV, E (h): 40-60meV★
photon flux: 1011 photons/sec @ 55(V)x 35(H) m2
★
analyzer: R4000-10kV (VG Scienta)
Y. Takata et al., Nuclear Instrum. and Methods A547, 50 (2005).T. Ishikawa et al., Nuclear Instrum. and Methods A547, 42 (2005).
He flow cryostat to reduce sample vibration
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How to gain photoelectron intensity1. High brilliance SR at Spring-82. High performance analyzer3. Top-up injection4. Matching the detection angle to the polarization of SR5. Grazing incidence of X-rays
IMFP10nm rangee-
attenuation length10m range
X-ray1 deg.
6. Well-focused X-ray beam 7. Low emittance operation
Pol.
55m(V)35m(H)
2mm width1deg.
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Effect of Grazing Incidence of XEffect of Grazing Incidence of X--raysrays5
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High Energy Resolution & High ThroughputHigh Energy Resolution & High Throughput(at 7.94 keV)(at 7.94 keV)
5 sec
30 sec
E=55±5 meV (Ep=50 eV)E/E=140000!
15min
VOLPE @ESRF 70meV@6keV
P. Torelli et al., Rev. Sci. Instrum. 76, 023909 (2005)
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Recoil effects of photoelectron
photonphotoelectron
recoil
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Recoil effects in photoelectron emission
Ion momentum spectroscopyCompton Scattering v.s. Photoabsorption
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COLTRIMS(Cold Target Recoil Ion Momentum Spectroscopy)
E
He
supersonic gas jet
TOF
EPy
Px
Compton
Photoabsorption
around 8keV
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Recoil effects in photoelectron spectroscopyRecoil effects of photoelectron have been neglected in Photoelectron Spectroscopy !
Recoil energy of photoelectron is too small to observe in conventional VUV and SX PES!
For an atom in free space
E=(m/M)EE:recoil energyM: atomic massm: electron massE: kinetic energy
For C atom m/M=1/22000E=4.5meV @ 100eV
45meV @ 1000eV
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Theoretical studyTheoretical studyDomcke and Cederbaum, J. Elect. Spect. Related 13, 161 (1978).
PredictionThe recoil effect can be observed as a spectral modification for gaseous molecules with light atoms.
T. Fujikawa, R. Suzuki, and L. Kover, J. Elect. Spect.151, 170 (2006).Evaluation
Shift and broadening of core-level photoelectron spectra dueto recoil effect in solids.
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MethaneC 1s
h=360eV
h=1050eV
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Recoil effects of photoelectron in solids
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Recoil effects in PES:C 1s core level spectra of graphite
Y. Takata et al., PRB 75, 233404 (2007)
285.5 285.0 284.5 284.0
Pnot
oele
ctro
n In
tens
ity
Binding Energy (eV)
KE dependence at normal emission
h=7940eVE=120meV)
h=5950eV(E=120meV)
h=870eVE=100meV)
With increase of h
(KE)☆increase of BE★KE loss★asymmetric broadening
★ not observed in Au★ not due to semimetallic
character★ not due to bulk vs surface
but★ due to recoil effect !
light element high energy photoelectron
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Recoil effects in photoelectron emissionTheory by Y. Kayanuma & S. Tanaka (PRB 75, 233404 (2007) )
For an atom in free space
E=(m/M)EE:recoil energyM: atomic massm: electron massE: kinetic energy
For C atom at 8 keVm/M=1/22000E=0.36 eV
In graphiteE is absorbed
by the phonon bath.Excitation of phonons
Mössbauer effect in -ray emission
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Theoretical calculation: Debye model Normal emission: hD =75meV
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Emission Angle Dependence e-
285.5 285.0 284.5 284.0
normal (85deg)
(a) Experiment
GraphiteC 1sh=7940eV
Binding Energy (eV)
grazing (30deg)
1.0 0.5 0.0 -0.5
out-of-plane(bending)
in-plane(stretching)
Recoil Energy (eV)
(b) Theory
Normal emission: hD =75meVGrazing emission: hD =150meV
Recoil effects in PES reflectphonon dynamics!
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Comparison of recoil effects in graphiteM. Vos, et al., PRB 78, 024301(2008)
photoelectron emission
electron scattering
neutron scattering
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Recoil effects in other light elements in metal(Be, B, Al)
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Be 1s core level of polycrystalline BeP
hoto
elec
tron
Inte
nsity
114 113 112 111Binding Energy (eV)
BeBe 1s @ 20KE=110meV (SX) 125meV(HX)
h=880eV
h=5950eV
h=7940eVSurface
h=5950eV
h=7940eV
Atomic weight: 9.0E(5950eV)=330meV(m/M)xE: 355meVE(7940eV)=440meV(m/M)xE: 475meV
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B 1s core level of MgB2P
hoto
elec
tron
Inte
nsity
189 188 187 186Binding Energy (eV)
MgB 2B 1s @20KE=110meV (SX) 125meV(HX)
h=880eV
h=7940eV
h=5950eV
a bundle of needle crystals supplied by H. Kitoh @NIMS
Atomic weight: 10.8E(5950eV)=240meV(m/M)xE: 290meVE(7940eV)=340meV(m/M)xE: 390meV
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Al 2p core level of Al thin filmPh
otoe
lect
ron
Inte
nsity
74.5 74.0 73.5 73.0 72.5 72.0Binding Energy (eV)
AlAl 2p @ 20KE=110meV (SX) 125meV(HX)
h=880eV
h=7940eV
h=5950eV
Atomic weight: 27.0E(5950eV)=90meV(m/M)xE: 120meVE(7940eV)=115meV(m/M)xE: 160meV
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287 286 285 284 283 282
B-doped Diamond
HOPG
C 1sR.T.
Nor
mak
ized
Inte
nsity
Binding Energy (eV)
5.95keV 7.94keV
Comparison between Diamond & Graphite23
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Recoil effects in valence band (Fermi-edge) of Al@ 7.94keV
Y. Takata, Y. Kayanuma et al.,Phys. Rev. Lett.101, 137601(2008)In
tens
ity (a
rb. u
nits
)
1.0 0.5 0.0 -0.5 -1.0Binding Energy (eV)
h = 7.94 keVE = 120 meVT = 20 K
AuAl
M(Au): 197(m/M)xE: 22meV
M(Al): 27.0(m/M)xE: 160meVE=119meV
2p:115meV
Gaussian widthAu:124meVAl: 160meV
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Recoil effects in valence band (Fermi-edge) of Al@ 880eV
Inte
nsity
(arb
. uni
ts)
150 100 50 0 -50 -100 -150Binding Energy (meV)
h = 880 eVE = 120 meVT = 50 K
AuAl
M(Au): 197(m/M)xE: 2meV
M(Al): 27.0(m/M)xE: 18meVE=12meV
Gaussian widthAu:118meVAl: 140meV
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Theory by Y. Kayanuma, S. Tanaka and S. OshimaY. Takata, Y. Kayanuma et al.,Phys. Rev. Lett.101, 137601(2008)
Inte
nsity
(arb
. uni
ts)
0.5 0.0 -0.5Binding Energy (eV)
Al (Experiment) Au (Experiment) Al (Theory) Au (Theory)
hν=7940eVT=20K
isotropic Debye model
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SUMMARY
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Instrumentation : Stanford(P. Pianetta et al), DESY (W. Drube),
ESRF (C. Kunz et al ID32, P. Torelli et al ID16, Rubio-Zuazo & Castro D 25)
NSLS (J Woicik et al), Berkeley (C. S. Fadley proposal), BESSY(F. Schaefers et al)
Spring 8 (Y. Takata et al)
Materials Physics
Semiconductors : HfO2 :SiO2 (K. Kobayashi et al) SiO2 /Si(100) (Y. Takata et al), GaAs (C. Dallera et al), Cr : GaN( J.J. Kim et al),
Si (F. Offi et al), In2 O3 (A. Walsh et al), etc.
Elements : Co, Cu, Ag, etc. (M.Sacchi et al, G. Panaccione et al)
f-electron systems : Ce systems (L. Braicovich et al, P. Fevre et al, M. Matsunami et al)
Mixed valence (H. Sato et al, A. Yamasaki et al), Yb Kondo (L. Moreschini et al)
Titanates : XSW partial DOS ( J Woicik et al, P. Fevre et al )
Vanadates : Mott-Hubbard transition (N. Kamakura et al, M. Taguchi et al, G. Panaccione et al )
Cobaltates : charge order (A. Chainani et al)
Manganites : doping dependence(K. Horiba et al), bilayer (F. Offi et al),
T-dependence (H. Tanaka et al, F. Offi et al)
Cuprates : hole and electron doping (M. Taguchi et al, G. Panaccione et al)
Nickelate : NiO (J. Woicik et al, M. Taguchi et al)
Importance of s-states in a metallic oxide : PbO2 (D. J. Payne et al)
Intermetallics : Huesler alloys ( C. Felser et al)
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HX-PES is becoming a standard tool !
SPring-8 (4 beamlines)ESRFBESSY IIPETRA IIISOLEIL(APS? SSRL? ALS? NSLS?)
.
.
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