martin wolf department of physics, freie universität berlin€¦ · department of physics, freie...
TRANSCRIPT
-
structure
kinetics
dynamics
E. Muybrigde 1887
Martin WolfDepartment of Physics, Freie Universität Berlin
Application of femtosecond laser spectroscopy
“Modern Methods in Heterogeneous Catalysis Research“ - WS 04/05
Time-resolved Studies of Surface Reactions
Goal: Microscopic understanding of coupling between electronic excitations and nuclear degrees of freedom
-
Timescales of chemical reactions
Typical timescale: 10-100 fs
Temporal evolution from reactants to products:
Dynamics of the transition state
Key concept: Dynamics on Born-Oppenheimer potential energy surface
Non-adiabatic coupling between electronic states near (avoided) crossings
-
QMS
Ru(0001) T = 95 KCO
Ru(0001)
O
T=95K
CO
800 nm, 120 fs~ 50 mJ/cm2
CO2
2 CO + O → CO ↑adsads
Motivation: fs-laser-induced chemistry
Example: CO Oxidation on Ru(001) competes with CO desorption (UHV conditions)
New reaction pathway is „switched on“ upon fs excitation
hν2 CO + O → CO ↑ + CO2↑adsads
(1x2) - O/Ru(001)+ CO saturation
Flux
First ShotYield
200150100500Tim e -o f-F lig h t (µs )
CO2 : 1590 K
Etrans =
CO : 640 K
Flux
[arb
. uni
ts]
fs-induced reaction pathways
-
Outline
IntroductionNon-adiabatic processes at surfaces
Surface femtochemistry
Electron and phonon mediated pathways
Isotope effects and electronic friction model
Electron thermalization in metals
Test of the two-temperature model
metal semiconductor
e-h pair
e-
Non-linear optics as a probe of surface dynamics
Vibrational sum-frequency generation spectroscopy
log
(2PP
E In
tens
ity)
0.60.30.0-0.3
E-EF (eV)
Ru(001)
non-thermalizedelectrons
Electron dynamics thin ice layers on metals Ru(001)
SFG
-
Gas surface interaction
Role of non-adiabatic processes in surface reactions ?
Example: Adsorption at a metal surface
E
R
„forced-oscillator model“
Energy dissipation via phonon excitation
Coupling to electron-hole pairexcitations in the substrate
Exothermic reactions at metal surfaces
Question: Coupling between nuclear(vibrational) motion of adsorbate and electronic excitations ?
-
Chemicurrents
See review article by H. Nienhaus, Surf. Sci. Rep. 45, 3 (2002)
Evidence for non-adiabaticcoupling between adsorbatemotion electronic excitations
Direct observation of e-h pair excitation
Adsorption on thin metal film
Charge separation acrosssmall Schottky barrier
Chemicurrent
Current provides lower limitof excitation probability
-
Chemicurrents: Mechanism
Newns-Anderson model
Chemiluminescence Exoelectron emission
Unoccupied affinity level ispulled down by adsorbatesurface interaction
Filling of hole below EFermiby substrate electrons
broadening of resonance linewidth
adsorbate substratecharge transfer
e-h excitation:- chemicurrent- exoemission
luminescence
-
Electronic excitations at surfaces
metal semiconductor
e-h pair
e-
Gergen et.al., Science 294, 2521 (2001)
Chemicurrent observed forvarious adsorbates
chemical reactions drivenby electronic excitations
Energy dissipation via e-h pair excitation („electronic friction“)
Feasibility of reverse process?
electronic excitations playmaior role in gas surfaceinteraction
-
Laser induced surface dynamics
Question: How does laser excitation induce surface reactions ?
Electronic excitations and charge transfer
Chemical bonding implies electronic couplingbetween „adsorbate“ and substrate
Vibrational relaxation at metalsby electron-hole pair excitation
hot e-
E
EF
e-transfer
substrate adsorbate
HOMO
LUMOElectron stimulated desorptionand surface photochemistry
Energy transfer by coupling betweenelectronic and nuclear degrees of freedom
Thermal activation
Phonon driven process (in electronic ground state)
kBT
-
metal
Optical excitation of metal surfaces
Relaxation to phonon and adsorbate vibrational excitation
Mechanism and timescales of energy transfer after optical excitation
Photoabsorption in a metal substrate creates a transientnon-equilibrium electron distribution
Primary step: Electron thermalization and cooling
~0.1-1 ps
~1 pselectrons
Tel
direct absorptionfs-excitation reaction
>1 ps
~100 fs
phononsTphm
etal
adsorbate vibrations Tads
-
Electron thermalization dynamics in metals: Test of the two-temperature model using 2PPE
Electron dynamics in metals following optical excitation
-
The two-temperature model
Nearly thermal (Fermi-Dirac)distribution for electrons
Model assumes two heat baths for electrons and phonons: Cel >> Cph
PdCoupled diffusion equationfor Tel and Tph
-
Time-resolved two-photon photoemission
2kinF hEE-E ν−Φ+=
EF
Evac
Ekin
hν1
hν2
hν
e-
Φ
ϕ
/mE2sink kin|| hϕ=
TOF
e-
energy- and time-resolution:
pulseduration:65 fs
momentum resolution:
e-UV probe pulse
pump pulse
e-e scattering
Electron thermalization dynamics:
How to probe electron thermalization and cooling ?
hot electroncascades
-
Experimental setup
Femtosecond time-resolved two-photon photoemission spectroscopy
µJ
-
W. S. Fann, R. Storz, H.W.K. Tom, J. Bokor,Electron thermalization in gold, Phys. Rev. B 46, 13592 (1992)
Method: time-resolved photoemissionwith hνprobe > Φ
Pump fluence: 120 µJ/cm2
300 µJ/cm2
Electron thermalization in gold
Electron thermailization occurs fasterwith increasing excitation density
Fermi-Dirac distribution
-
Time-resolved 2PPE from Ru(001)
0.0001
0.001
0.01
0.1
1
2PP
E in
tens
ity
1.51.00.50.0
E - EF (eV)
0.0001
0.001
0.01
0.1
1
0.0001
0.001
0.01
0.1
1
580 µJ/cm2
230 µJ/cm2
40 µJ/cm2∆ t / fs
0100200300400500
Ru(001)
e-UV probe800 nm pump
Pump-probe scheme:
probing electron dynamics around EFv
Lisowski et al., Appl. Phys. A 78, 165 (2004)
e-e scattering
1) Electron thermalization:
2) Relaxation by e-ph scattering
3) Energy transport in the bulk
-
Prediction from 2TM
Analysis of electron distribution
Comparison with 2TM:
Assume thermalized distribution
for electrons and phonons
Thermalized electrons carry onlyminor fraction of excess energy
Non-eqilibrium carrier distribution:
non-thermalized ‚hot‘ electrons
thermalized Fermi distribution
measured Tel
2TM over-estimates final Tel
-
DOS of Ru and Cu
-0.05
0.00
0.05
norm
aliz
ed p
ump-
indu
ced
varia
tion
0.60.30.0-0.3E-EF(eV)
delay / fs0100200300500
Dynamics of electrons and holes
e-probe
Pump induced changes of electron distribution:
Highly symmetric electron and hole distributions for all delaysdue to nearly constant DOS around EF
Dynamics of electrons and holes can be treated equivalently
Excess energy of electrons + holes
electrons
holes
pump
Ultrafast relaxation (much faster compared to noble metals, e.g Au: 1-2 ps)
-
Extended heat bath model
efficient ballistic transportof non-thermal electrons
Goal: Understanding the role of non-thermalized electrons
however, peak energy is describedreasonable well by both models
2TM underestimates rate of energy flow into the bulk
2
4
68
10-6
2
4
68
10-5
2
4
68
elec
tron
ener
gy[J
/cm2
]
9006003000-300time delay (fs)
Extended modelincluding ballistic transport
2TM
2TM
Extension of two temperature modelAppl. Phys. A 78, 165 (2004)
-
Femtochemistry at metal surfaces
substrate-mediated excitation mechanism dominates
Anisimov, et al. Sov. Phys. JETP , 375 (1974)39
120 fs50 mJ/cm2
phonon
electron
Time (ps)
Tem
per
atu
re (
K)
T
T
1 20
Mechanism and timescales of energy transfer after optical excitation
transient non-equilibrium between electrons and phonons: Tel >> Tph
~0.1-1 ps
~1 pselectrons
Tel
direct absorptionfs-excitation reaction
>1 ps
~100 fs
phononsTphm
etal
adsorbate vibrations Tads
new reaction mechanism?by non-thermal activationby separation of time scales of energy flow
-
Experimental Investigations
• NO and O2/Pd• CO/Cu • CO/Pt• O2/Pt •CO/NiO• CO + O2/Pt• CO + O/Ru, H+H/Ru
Misewich, Loy, HeinzTom, PrybylaHo MazurStephenson, Richter, CavanaghBonn, Wolf, ErtlZacharias, Al-ShameryDomen
YieldFluence dependenceTranslational energyVibrational energy Rotational energyUltrafast dynamicsInfluence of laser pulse durationInfluence of photon energyDependence on adsorption siteDependence on coverageCompetitive reaction pathways
Surface femtochemistry
Systems
-
QMS
Ru(0001) T = 95 KCO
Ru(0001)
O
T=95K
CO
800 nm, 120 fs~ 50 mJ/cm2
CO2
2 CO + O → CO ↑adsads
Example I: Desorption and oxidation of CO on Ru(001)
Oxidation of CO impossible under equlilibrium conditions
200150100500Time-of-Flight (µs)
CO: 640 K
CO2: 1590 KEtrans =
4003002001000
Absorbed Fluence (yield weighted ) [J/m2]
Y(CO2) ~ F3.2
Y(CO) ~ F3.1
x 10F
lux
Firs
t Sho
t Yie
ld
New reaction pathway upon fs excitation
hν2 CO + O → CO ↑ + CO2↑adsads
(1x2) - O/Ru(001)+ CO saturation
-
Example II: Recombinative desorption of H2 on Ru(001)
H2 formation induced by fs laser excitation of H/Ru(001)
Pronounced isotope effects in H2/D2 yield
High translational temperature of desorbing species
Full monolayerof H/Ru(001)
QMS
H2
H
Ru(001)
H
= 10 ± 2.4Yield (H2)Yield (D2)
H2: (2110 ± 400) K
flight time [µs]
flux[a.u.]
60
(x 10)
40200
0
D : (1720 ± 290) K2
/ 2kkin B
-
Reaction mechanisms
Electron-mediatedPhonon-mediated
How to distinguish?
Desorption Inducded byMultiple Electronic Transitions
DIMET -
substrate
adsorbateE
reaction coordinate
phonons Edes
hot e-
E
EF
τ ~1-10 fs
ground state
stateexcited
Edes
e-transfer
reaction coordinatesubstrate
kBTph
-
Temperature profiles and 2-pulse correlation
TphTel
6000
5000
4000
3000
2000
1000
020151050
time [ps]
surfa
cete
mpe
ratu
re[K
]
pulse 1 pulse 2
FWHM ~ 10 ps
FWHM ~ 1 ps
pulse-pulse delay [ps]re
actio
nyi
eld
[a.u
.]
-200 -100 0 100 200
phonon-mediated: slow response
electron-mediated:fast response
Goal: Discerning electron and phonon driven mechanisms
Two-pulse correlation measurement of the reaction yield allowsto distinguish between the two reaction mechanisms!
QMS
CO
Ru(001)
CO
O
CO2delay
-
Experimental setup
Ti:sapphire oscillator + amplifier 4 mJ 800 nm, 110 fs, 20-400 Hz,
2 equally intensepulses
Ru(001)
QMS
H2/D2CCD
pulse profilediagnostics
/
UHV
“Feulner cup“ detector
80 mm
O = 33 mm/
Ru(001)
QMSionisationvolume
H2
CO
-
2-pulse correlation measurements
120 fs50 mJ/cm2
phonon
electron
Time (ps)
Tem
per
atu
re (
K)
T
T
1 20
CO
O
∆t
Ru
Tel Tph
CO
CO2
800 nm120 fs
-200 -100 0 100 200
x24 CO2
COfir
stsh
otyie
ld(a
.u.)
pulse-pulse delay (ps)
FWHM=3 ps
FWHM=20 ps
2-pulse correlation:
Firs
t Sho
t Yie
ld
Goal: discriminate between electron and phononmediated mechanism
: Oxidation hot electron-mediated
: Desorption phonon-mediated
-
DFT calculations C. Stampfl, M. Scheffler, FHI Berlin
unoccupiedanti-bonding
orbital ~1.7eVabove EF
increasing Tel leads to
weakening ofRu-O-Bond
Ru(001)
O
Hot electron-induced activationof the O-Ru bond
-
Mechanism for CO oxidation
M. Bonn et al, Science , 1042 (1999)285
hotelectrons
EFermi
E O-level
anti-bonding
reaction coordinate
electronshot
Ru(001)
E
CO + O
0.3 eV
4.7 eV
1.7eV
from DFT
V = 1V = 2
¬
O + CO
CO
CO + O
ad ad
ad
2,g
g g
gad
¬
¬
E ~1.8 eVa
Hot electron mediated vibrational excitation of the O-Ru bond
Non-adiabatic energy transfer from electronic excitations to adsorbate coordinate
-
Discussion
E
reaction coordinate
O
O
C
O*thermal excitation
O
0.8 eV
CO
O
O
CO
O
CO*
O
C
fs-laser excitation
1.8 eV
1.0 eV1.8 eV
e-
kT
Under thermal excitation the CO has desorbed before oxygen is activated
Reaction pathways for thermal versus femtosecond excitation
Seperation of time scales opens new reaction pathway
-
2PC of laser-induced H2 formation
Ultrafast response indicatescoupling to hot electron transient Coupling rates: τel τph τel-ph-1 -1 -1 ., ,
met
al
τphτel-ph Tph
τel
elTheat diffusion
adsT
ads-E /k Ta bRate ~ e
Two-Temperature Model
Coupled heat baths: el ph adsT , T , T
first
shot
yiel
d[a
.u.]
pulse-pulse delay [ps]
H2exp. data
FWHM = 1.1 ps
0-10 -5 0 5 10
model
Brandbyge et al., PRB 52, 6042 (1995)
Electronic friction model yields: Ea = 1.35 eV and τel = 180 fs(τel = 360 fs for D2)
for H2
-
Isotope effect in recombinative desorption
H2 formation induced by fs laser excitation of H/Ru(001)
Pronounced isotope effects in H2/D2 yield
Full monolayerof H/Ru(001)
QMS
H2
H
Ru(001)
H
= 10 ± 2.4Yield (H2)Yield (D2)
H2: (2110 ± 400) K
flight time [µs]
flux[a.u.]
60
(x 10)
40200
0
D : (1720 ± 290) K2
/ 2kkin B
Isotope effect
-
Energy transfer by coupling betweenadsorbate vibration and metal electrons
Electronic friction:
hotelectrons
EFermi
E
leveladsorbate
electronshot
metal
Coupling rate η = ~ 11 Melτ
Isotope effect and electronic friction model
Brandbyge et al., PRB 52, 6042 (1995)
pote
ntia
lene
rgy
Ru-H/D distance
relectronicallyexcited PES
ground state of substrate-adsorbate-complex
Origin:- mass-dependent distance
traversed on excited PES
- lighter adsorbate starts movingmore rapidly
-
Fluence dependence: isotope ratio and first shot yield
Electronic friction model* simultanouslydescribes: • 2-pulse correlation
• fluence depedence of yield and isotope ratio
* Brandbyge et al., PRB 52, 6042 (1995)
exp. data model power law fit
Y(H2) ~ 2.8 and Y(D2) ~ 3.2
0
160140120100806040200
0
403020100laser shot #
~75J/m2 Hcounts
[a.u.]2
first
shot
yiel
d[a
.u.]
isotoperatio
20
10
2001601208040
experimental data
5
15
25
0
isot
ope
ratio
Y(H
2)/Y
(D2)
electronic friction model
-
~0.1-1 ps
~1 pselectrons
Tel
direct absorptionfs-excitation reaction
>1 ps
~100 fs
phononsTphm
etal
adsorbate vibrations Tads
Real-time probing of vibrational dynamics
So far probed only the (desorbing) reaction products
Goal: Probe suface reactions directly in the time domain
Use surface sensitive non-linear optics (SHG, SFG) to obtain a direct look inside the excited adlayer
-
Vibrational spectroscopy: Sum-frequency-generation
Principle of sum-frequency generation (SFG):
Pot
. Ene
rgy
C-O distance
IRv=0
v=1
v=2
SFGVIS
CO
C-O stretch
P E E= χ ω(2) (2)
IR ωVISω ωSFGSFG
ωSFG = ωIP + ωVIS
Surface sensitive method:SFG is symmetry forbidden in isotropic (bulk) media (in dipole approximation)
Second order non-linearoptical process
Time-resolved SFG as molecule specific probe of surface reactions
-
Broadband IR vibrational SFG spectroscopy
SFG spectrum ( 3x 3)-CO/Ru(001) √ √
SFG wavelength [nm]690 688 686 684694 692
SFG
inte
nsity
IR
20001950
FWHM9 cm-1
1900 2050IR wavenumber [cm ]-1
2100 2150
200 K
SFG
IR intensity
IR
VIS SFG
IR
VIS
Ru
Vibrational spectroscopy without tuning the IR frequency
SFG
IRIR
VIS
VIS
Γn
ΓSFG
01
2
~5 cm-1
~150 cm-1
Use spectrally broad pulse with spectrally narrow upconversion pulse
fs- IRVIS
L.J. Richter et al., Opt. Lett. 23, 1594 (1998).
-
SFG experimental setup
Ti:sapphire oscillator + amplifier4 mJ, 800 nm , 110 fs, 20-400 Hz,
OPG/OPA (TOPAS), 20-30 J µ2.5-10 mµ
tunableIR pulse
pump pulse
spectrometerCCD camera
multi-channel detectionRu(001)
QMS
SFGprobe
pulse shaperFWHM 7 cm , 7 J µ-1
narrow bandVIS pulse
-
SFG
inte
nsity
(a.u
.)
21002050200019501900IR wavenumber (cm-1)
3 ps
23 ps
0.5 ps×8
×8
×8
Pump-Probe delay –4.5 ps–2.0 ps–1.5 ps–1.0 ps–0.5 ps0.5 ps3.0 ps
23.0 ps68.0 ps
168.0 ps
CO
yiel
d(a
.u.)
100shot number
210020001900
T =340 K, F=55 J/m02
CO/Ru(001)
Time-resolved SFG of CO/Ru during desorption
IR
fs pump
CO
Ru(001)
VIS SFG
M. Bonn Phys. Rev. Lett , (2000) 4653et al, 84
Spectroscopic snapshots of the CO stretch mode
opticalprobe
Pronounced transient red shift, linewidthbroadening and decrease of intensity
Problems:Dipole-dipole coupling in the adlayerand small concentration of „products“
-
Real-time probing of surface reactions: 2PPE Snapshots of excited electronic states during evoltution of wavepacket
Time-resolved 2PPE spectra ‚Desorption‘ of Cs/Cu(111)
photoemissionprobe
-
Electron localization in adsorbate layers
Electron localization and solvation in polar adsorbate overlayers
-
H2O: 1.7.eV
NH3: 0.8.eV
Optical absortion spectrumSchindewolf, Angew. Chemie 80, (1968) 165
Solvated electrons in polar liquids
Courtesy: C.P. Schulz, MBI Berlin
Brief history:
Davy (1808) reports blue ammoniacontaining compounds
Weyl (1863) discovers a bluesolution of Na in liquid ammonia
Kraus (1908) attributes the bluecolor to trapped electronssurrounded by NH3 molecules
Ogg (1940) develops firstmodel for solvated electrons
Hart & Boag (1962) discoverthe hydrated electron in water
-
Time-resolved two-photon photoemission
2kinF hEE-E ν−Φ+=
EF
Evac
Ekin
hν1
hν2
hν
e-
Φ
ϕ
/mE2sink kin|| hϕ=
TOF
e-
energy- and time-resolution:
pulseduration:65 fs
momentum resolution:
4.0
3.5
3.0
2.5
4.0
3.5
3.0
2.5
E-E
F[eV]
2PPE intensity
IS
SS
solvatedelectrons
2PPE
inte
nsity
4002000-200pump-probe delay [fs]
SS
solvated electrons
1 BLD O/Cu(111)2
E-E
F[e
V]
2PPE spectra as a function of time delay
analysis of solvation and localization dynamicsusing time- and angle-resolved 2PPE
-
2PPE experiment
e-
TOFUHV-chamber
QMS
∆t=
-platesλ 2
CCD-camera
Pinhole-doser
gas doser
Probe
∆xc
variabletime delay
tunable
-
Part I: Electron transfer dynamics in D2O/Cu(111)
Dynamics of photoinjected electrons in multilayers of amorphous ice
eS
eCB
hνpump= 3.92 eVhνprobe= 1.96 eV
D2O/Cu(111)4 BL
τp = 65 fs
E - EF [eV]
delay [fs]
2PP
E in
tens
ity
4.03.63.22.82.4
0
200
400
600
time-resolved spectra
Ultrafast relaxation within experimental time resolution (eCB -> eS)
Stabilisation of localized electronic state (eS) on time scale of 0.1-1 ps
two-photon-photoemission
E-E
[ eV]
4.0
3.5
3.0
2.5
E-E
F[e
V]
6004002000delay [fs]
eS
eCB
solvatedelectrons
conductionband
-
Energetic stabilization and population decay
3.0
2.8
2.6
e pe
ak m
axim
um: E
- E
SF[
eV]
150010005000delay [fs]
5.0 BL3.8 BL3.0 BL2.9 BL
Coverage
eS
peak shift
delay [fs]
1
10
100
2PPE
inte
nsity
8004000
τ =110 fs
eSeCB
population
eS: energetic stabilization 300 meV/ps,non-exponential decay t >100fs
eCB: population decay within pulse width
Isotope effects:very similar stabilization ratefor H2O and D2O
~50 meV shift due to differentband gap/ orientational disorder
isotope effect
delay [fs]
-
Dispersion and localization dynamics
Angle-resolved 2PPE spectra hν2
mek||= 2 Ekin / h2 sin(α)
TOF
e-
α
z
first moment
eS
eCB
3.0
2.9
2.8
2.7
E-
EF
[eV]
0.10.0
k|| [Å-1]
3.53.02.5
E - E F [eV]
2PP
EIn
tens
ity
α0°8°
14°18°
∆t= 0 fs
∆t= 200 fs
∆t = 0 fs
50 fs
100 fs
200 fs
300 fs
1) Electron injection intodelocalized state witinexperimenal time resolution
2) Localization within
-
collectivesolvation coordinate
(0)
q
E-E
F
(eV
)0
5
q1
V k qCB || 1( , )
V qS 1( )
Mechanism
Electron transfer, localization and solvation dynamics in H2O/Cu(111)
hω2
z
E-E
F
(eV
)
0
-5
5
VB
CB
Cu(111) H O2
Evac
hω1 Egap
real space
eSV qS 2( )
Electron transfer into theconduction band (CB) ofthe ice layer
Relaxation to the bottomof CB (τ
-
Summary
IntroductionNon-adiabatic processes at surfaces: Chemicurrents
Electron thermalization in metals
Test of the two-temperature model
Electron dynamics thin ice layers on metals
Electron injection, localization and solvation
Ru(001)
SFG
0.0001
0.001
0.01
0.1
1
2PPE
inte
nsity
1.51.00.50.0
E - EF (eV)
∆t / fs0100200300400500
Ru
2PP
E In
tens
ity
2PPE
e-+ +-
Cu
D O2
2PPE
Surface femtochemistry
Electron and phonon mediated pathways
Isotope effects and electronic friction model
Vibrational sum-frequency generation spectroscopy
-
thanks to
C. Gahl, U. Bovensiepen, J. Stähler, M. Lisowski, P. Loukakos,
D. Denzler, S. Funk, C. Hess, and G. Ertl, Fritz-Haber-Institut Berlin
M. Bonn, AMOLF, The Netherlands
S. Wagner, and C. Frischkorn, Freie Universität Berlin
-
H. Petek and S. Ogawa, Femtosecond time-resolved two-photon photoemission studiesof electron dynamics in metalsProgress in Surface Science 56, 239-311 (1998).
H. L. Dai and W. Ho, Laser Spectroscopy and Photochemistry at Metal SurfacesWorld Scientific (1995).
Literature:
P.M. Echenique, R. Berndt, E.V. Chulkov, Th. Fauster and U. Höfer, Decay of electronic excitations at metal surfacesSurface Science Reports 52, 219-318 (2004).
H. NienhausElectronic excitations by chemical reactions at metal surfacesSurface Science Reports 45, 1-78 (2002).